A Complete Bibliography of Publications in Linear Algebra and Its Applications: 2015–2019

A Complete Bibliography of Publications in Linear Algebra and its Applications: 2015–2019

Nelson H. F. Beebe University of Utah Department of Mathematics, 110 LCB 155 S 1400 E RM 233 Salt Lake City, UT 84112-0090 USA Tel: +1 801 581 5254 FAX: +1 801 581 4148 E-mail: [email protected], [email protected], [email protected] (Internet) WWW URL: http://www.math.utah.edu/~beebe/ 12 March 2021 Version 1.76

Title word cross-reference KLW16, MHL15, OP16a, PCI15, Shi18b]. 14 [Jel18]. 2 [AKR15, AK16a, AA17, BLdS16, BC15a, BH16a, CP16a, CG19b, CW15a, CL18, CJ17d, DFK+15, DHS18, EV15, (0, 1) [BD19, CR18a, CLT15, CMQV16, HPSS19, Hoo19, KLP15, KY15, KY18, GT18, NS15a, NA17, ZM16, dCFF17]. KIS18, LY16, LWX17, MMS16, Mic16, (2, 1, 0) [WG15]. (75, 32, 10, 16) [AM18]. ME15, NP15a, OQ18, QKP16, Sam17, (76, 30, 8, 14) [BPR17]. (A, m)[BSZ18].(b, c) STW19, Wan15b, YLT16, ZXW19, ZGW16]. [Rak17]. (d, k, δ) [FJ19]. (δ, ) [Zha18b]. 2(n − 1)/3 [LS15a]. 2n [dlCMP17a, dlCdR17]. (e, f) [KC16]. (I − A) [CC18]. (m, m − 1, 0) 2 × 2 [GHK17, GLRT18, KLP18, KM16, [HZ17]. (m, q) [BMN16]. (P1)n [LM16a]. She17, Ulu19, UG18]. 2 × 2 × 3 [LS15b]. (N − 4) [HAM16]. (p, n − p) [PR18a]. (p, r) 2 × N [Sar19]. 3 [AdF19, EJ18]. (v, b, r, k, λ)=(10, 15, 6, 4, 2) √ [BK17a, BKLP16, CLZ16a, DFK+15, HN18, [Mic16]. ∗ [DI16]. −(1 + 17)/2 [LM16b]. Kal16, Lee15c, LWX17, Sam17]. 3 × 3 −1 [BK17a]. {−1, 0, 1} [JMPS18]. [BBdH18, HK18b]. 4 −1 6∈ σ(S−T S) [GMP16c]. −2 [CRS15]. −3 [BDVRT15, KH17, LWX17, SS17a]. 5 [KLY18]. 0 [BBH16, HL19b, Shi18b]. {0, 1} [AMR+16, BDVRT15, JMP17, Jør15]. 5 × 5 [XLQC16, XCQ18]. 0

1 [S] [BGCMASS19]. [LMS15]. LQ [GH16b]. LR ∗ [x1,y1][x2,y2] ···[xq,yq]=0[vWZ17]. [Nom15c, Nom16]. LU [DEH16, SP16]. M ? [BCP16]. [CP16a]. 0 [LQL15]. A [BC16b, GL16, HWXC18, JS16, KLS19a, [BDG15, CLST18]. As+1R = RA∗ [CLST18]. MY16, SH15b, VB18, ZSWB16, ANAPSR17, ∞ m ≤ Aα [CLM19b, LHX18, LXS18, LL18b, BBMP19]. M[[α, ); (sj )j=0, ][FKMS18]. n+1 LWCL19, NPRS17, XLLS18]. Aα(G) m0λ(p)[EF19].M3(C)[YLT16].E 3 [CPR18, NR17]. Aq(N,M) [Liu16b]. AB [Kim15a]. F` [SSS15]. Fq [MC19]. Hn 4 n [GSW16]. α [GLZ16a, GLZ16b, GL17]. R∞ [HM16]. R + [CPR18, FKM17a, FKM17b, GX19, NR18]. [AVAK´ 19]. Z2 [CR15]. Z` [TZK17]. p ∗ [AG15b, AG20, BBEE18]. A → Tr(Pf(A)) [Sab19]. B(H)[CIMW15].H [KSMB15]. Z ∗ [Gir19]. AW [LCLW18]. AX + YB= C [SWB19]. ∫l(∈, F) [CCD19]. N [MEMM17]. AX − XB¯ = C [FKS16]. [HAM16, AMR+16, CILL16, DHS18, FJM18, ∗ ∗ AXA + BY B = C [MEMM17]. LS15a, TWM16, VGG17]. n + 1 [dlCdR17]. AXB − C = 0 [CGM17]. B [LL15a, NA15]. n − 3 [LHH17, MQTW18]. n>1[AMR+16]. B(H) [AR15b, NP15a]. BA [GSW16]. 2q n ≡ 2 (mod 4) [Sma15]. n ≥ 3 [IL17b]. [Yan18]. BπR [OP19a]. c n ≥ 4 [GLZ16b, Gao18]. n ≥= 5 [GL17]. ∗ [Cha15, CCCNT19]. C n ≤ 6[BCS15].n × n [EP18a, LMX19, Mol18b, MEMM17, XF17]. [AOK15, Tan16b, Ter18, ZSQZ19]. P ∨ B H C1 ,C1 [NT17]. c2 = 1 [MMP16]. ( ) [DLQ18, DdF15, FdC18, NS15b, NS15c, [Tur17]. B\ [Sim18]. C\ [Sim18]. Dα BSS17, CL15b, CM16, DV18, EG15, Guo19, [DPR19]. E6 [Sim18]. E7 [Sim18]. E∀ [Sim18]. IL17b, JM16, JLM18, KNY15, LG18, F4 [Sim18]. G∈ [Sim18]. D Nik17a, WQH19, Wol18]. p =2, 3 [PR18a]. 2 [Lin15a, BF15, FMM16, KZ17]. Dν P [Kus16]. P0 [DLQ18]. Φn [Ter18]. φS [GGMPC15]. ∆2 = 0 [MMP16]. DL(P ) [GMP15, GMP16b, GMP16c]. p ∈ (1, ∞) [BBFF17]. E [Sma15, BL18a]. ` [DDV16]. `p [LD16b]. p =6 2 [IL17b]. Q [EE15, EM15]. `p(I) [Lju15]. `p(I)+ [LD16b]. [FZwCW16, GK15, NY15, PS19a, Yua14, `p [HT18a, Jia15]. f [Nie15b, Vir16]. F2 Yua15, ZLS17, ZG18, dFNP16, BT17b, [CKT19]. G [BBM19, zSqST15]. G1 CJ17a, CJ15, CJ16a, Ern18, NS17, Nag19, [KMS17a]. Γ [LLL17]. GL(V ) [Gua18]. NT17, Ter17a, Ter17b, dS18a, dS19a]. Q2 GP(n, k) [KMM17]. H [CDR18, CS19a, [Kus15]. 7→ qˆ [FKS16]. QR FuIKT16, HQX15, HWXC18, LZM16, [RBKA16, Saw16, FZwCW16]. R SWB19, WYLW17, WLWZ19, wXL14, [SS18, OK18,¨ XFZD17]. Rk = I [CLST18]. p,q wXZ19, YQS16, ZLLL18, MMV19, MP16b]. R [RAAGA16]. RII [IR19]. S ∗ ∞ H∞ [Ste15]. Hn [Gao18]. I [LD17b]. [Bou16a, CCiT18, GMP15, GMP16b, LJL16, [CGL16]. J [BFY18, HR17, dlCdR17]. k dlCMP15]. ST S [GMP16c]. Σ [WLL19]. [ACT16, Che19a, DMS19, HHL15, HW15c, σ(p) [BM17c]. Σ1 [WLL19]. sl2 [AC15]. SR HSS16a, KNY15, KLW15, KLW18, MM17c, [FR16]. ? [NP15a]. U(p, p) [MY19]. U (∫lˆ ) ¨ q 2 Nik16b, NLWJ18, OK18, QH15, Stu17, [Ter17b]. Uq(sl2)[SGH16,Ter15].UT2(E) YYQ19, YG15, ZL15a, ZL15b, vDS16]. K2 [CR15]. ϕ [dlCMP17b]. Vir(a, b) [HCS17]. [Sin17]. K2,t [Nik17c]. K5 [SUY16]. Ks,t W [CF18]. X [PS16, LM17]. [dFNP16]. L [Dah15a, BR16a, DPV19]. X + A∗X−1A = Q [Chu16]. X − AXB¯ = C 1 + 2 p l (I) [LD17b]. L [Fre18, Li15b]. L [FKS16]. y∗f(A)x [FM16]. Z [Bal15a, DN16, p ∞ [LNW17]. l (I) [LD17c]. L [BBMFM17]. lp LLV15, LZM16, OP19b, RT16]. Z2 [Ste18]. [BMN16, LC19]. λ [CM17, EP18b]. LDLT

2 Z4 [Mor16b]. |V (G)|−2m +2c(G)[zSqST15]. dCFF17, Bal15a, CS19a, DN16, GL16, JS16, KLS19a, Kus16, MY16, OP19b, SH15b, * [DD16b]. *-rings [DD16b]. SS18, VB18, wXL14, ZLLL18]. -matrix [CLT15, CMQV16, NS15a, BC16b, DPR19]. -adic [BSS17, EG15]. -algebra [CILL16]. -minimization [LC19]. -modified -algebras [JM16, JLM18]. -module [Gua18, LMX19]. [BCP16, CP16a, EP18a, LCLW18, Mol18b]. -modules [MEMM17, XF17, Yan18]. -Aluthge [CM17, EP18b]. -approximately -negative [Wol18]. -norm [Zha18b]. -atomic [KY18]. -Bernoulli [Hoo19, Nik17a, OP16a]. -norms [CL15b]. [Ern18]. -Bernstein [MMV19]. -Bilocal -nuclear [BM17c]. -numerical [CL18]. -by- [AMR+16, DFK+15, HN18, [CJ17a, CCCNT19, Zam19, Cha15]. Lee15c, dlCMP17a, dlCdR17]. -Onsager [Ter17b]. -optimal [Sma15]. -characteristic [LL18b]. -chromatic -order [DV18]. -orthogonality [KZ17]. [KNY15]. -coherent [GGMPC15]. -colored -partite [KNY15]. -permanent [dS19a]. [Kal16]. -commuting [QH15]. -cones -permanental [dS18a]. -point [IL17b]. -connected [KLW16, KLW18]. -polynomial [GK15]. [HSS16a, NLWJ18, SS17a]. -connections -positive [YLT16]. -potence [Stu17]. [Nie15b]. -contractive [LCNZ19]. -potent [Stu17]. -potents [XFZD17]. -cospectral [ZLS17]. -cut [Nik16b, vDS16]. -problem [CG19b]. -Racah [NT17, Ter17a]. -cyclic [MP16b]. -density [BDG15]. -rank [WYLW17]. -ranks [WLWZ19]. -rays -derivations [NP15a]. -designs [BH16a]. [Dah15a]. -Regular [CLZ16a, MM17c]. -digraphs [FJ19]. -dimensional -resolvable [Mic16]. -rings [BBEE18]. [BC15a, FMM16, KLP15, HAM16]. -Riordan [BT17b, CJ15]. -scalar [GX19]. -divergence [Vir16]. -eigenpair [LLV15]. -scalings [Kus15]. -Schatten [CM16]. -eigenvalue -Schur [FKM17a, FKM17b]. -SDD [FuIKT16, HWXC18, Lin15a, SWB19, ZG18]. [WLL19]. -semiclassical [GGMPC15]. -eigenvalues [CLM19b, HQX15, YQS16]. -semigroups [AG15b, AG20]. -set -element [DHS18]. -Euler [Ern18]. -gons [DdF15, NS15b]. -sets [NS15c]. -Sheffer [VGG17]. -graded [CR15]. -graphs [CJ16a]. -simple [PS16]. -space [LNW17]. [BBM19]. -ideals [HR17]. -ifications -special [Ern18]. -spectra [BR16a, DPV19, DDV16]. -independence [JMP17, LXS18, NPRS17]. -spectral [ACT16]. -index [KNY15, LZM16, LHX18, XLLS18]. -SSD [NR18, Yua15, NY15, Yua14, dFNP16]. [WLL19]. -stability [Fre18]. -Stieltjes -integral [PS19a]. -inverses [KC16, PCI15]. [LM17]. -subsets [DHS18]. -Sylvester -isometries [DI16]. -symmetric [BFY18]. -symmetries [BMN16, BBMP19, CGL16, MMS16, BSZ18]. [dlCdR17]. -tensors -isomorphisms [STW19]. -join [CDR18]. [LQL15, DLQ18, HWXC18, KSMB15, -Laplacians [NS17, Nag19]. -less LL15a, OP19a, SWB19, ZSWB16]. [FZwCW16]. -linear -tessellable [HPSS19, KIS18]. -th [Guo19]. [ANAPSR17, RT16, BGCMASS19]. -Local -Toeplitz [AdF19, EJ18]. -trees [AKR15, AK16a, AA17, CW15a, CP16a, [HW15c, ZL15a, ZL15b]. -triples [BCP16]. NP15a]. -majorization [NA15]. -type [LJL16]. -uniform [YYQ19]. -majorizing [Sab19]. -matrices [AMG19, -unitary [CCiT18]. -universal [Bou16a]. BD19, CR18a, GT18, NA17, wXZ19, ZM16, -variable [KY15, KY18, LY16]. -vertex

3 [TWM16]. -vertices [FdC18]. [Lax16]. according [BDS15]. accretive -Walk-regular [QKP16]. [GHK17]. accretive-dissipative [GHK17]. accuracy [KR17, MH15, OZ18, TLL15]. 0 [BL18b, Zha15a]. Accurate [MMP17, MMV19, OP19b, SSB15b, BP16b, CLM19a]. Achieving 1 [BL18b]. 1-tensor [BL18b]. 18th [BH16a]. ACI [BC17a]. ACI-matrices [GPW15]. 19th [CFH+16]. [BC17a]. acoustically [BKLP16]. acting [Vir16]. Action [AM19, AMH11, Fis17]. 2013 [GPW15]. 2014 [CFH+16]. 2016 Acute [Wei17]. acyclic [FLVV18]. 2017 [GHPS19]. 20th [FLVV18]. [DdF15, Fer15, FKD15, kJ16]. Adaptive [CDTZ15]. Addendum [BF17b, RB19]. 436 [Duk15, LT16a]. 437 [Kis15]. 438 adding [GWL+18, GTL+18, JST19]. [LMO16]. 458 [wXZ19, Yua15]. 463 Additive [EKSV18]. 467 [ZL15a]. 486 [AG20]. [BFMK18, LL17, LY17, PZ17a, QH15]. additivity [ACM15, DFM17]. ADI [RW16]. 501 [GP18]. 502 [Ano16a]. 505 [KHI16a]. ADI-like [RW16]. adic [BSS17, EG15]. 509 [SM18]. 510 [BF17b]. 512 [Bal18]. 513 Adjacency [CR17b, Ore16a, Ore16b, [LZSD18]. 520 [FJS21]. 521 [LLS17a]. 523 ARS16, AGH17, BK15, CLR+18, LL15c, [ASMN17a]. 532 [Hou20, dCDFK18]. 548 Moh16, Pea15, SY15, Shi16a]. adjoint [GWL+18]. 558 [RB19]. 561 [PW20]. 577 [AG18, GG18, KNR18, MY19, Nag15, [Ali20]. 582 [KAPS20]. Nie15a, Pan19b, PM15b, Shi16f, WHC17]. adjointable [AG15b, AG20, XF17]. 6 [Bar15, Bru16a]. Adjusted [UM16]. admit [JT18b, Stu17]. admitting [Hua15]. AE 70th [BBF19]. [Hla15, LX17, Li19, RW17]. Aﬃne [DA19a, dSP16a, Zue18, LT19a, Ma16, 8 [Tsa16b]. Pan15b, PB16, STZ15]. after [Xu17b]. again [Pan15a]. ahead [UZ19]. AI [Nie19b]. 978 [Bar15, Bru16a, Tsa16b, Zha15a]. Al [Fis17]. Al-Mohy [Fis17]. Albert 978-0-521-54823-6 [Bar15]. [VF17]. Aleksandrov [Geh15]. Alexander 978-0-8218-9491-0 [Zha15a]. [KL18a]. Alexandrov [Ost15]. Algebra 978-981-4667-96-8 [Tsa16b]. [ASMN17a, Ali20, Ano16a, AG20, Bal18, 978-981-4749-46-6 [Bru16a]. BMVW16, BF17b, Duk15, EKSV18, FJS21, GP18, GWL+18, GHPS19, Hou20, KAPS20, = [SM16, SM18]. Kis15, KHI16a, LMO16, LT16a, LLS17a, LZSD18, PW20, RB19, SM18, Tsa16b, A. [CW18a]. A6 [Jel18]. ABC wXZ19, Yua15, ZL15a, dCDFK18, AHV19, [Che18c, Che19b, GS19a]. Abel [HJW19]. Bal15b, BS15a, CCiT18, CILL16, CK15a, abelian [AJ19, TFC19]. Aberth [RV18]. Chi18, CW16a, CD16d, CLLS19, Dog18, abs [GBRS15]. abs-normal [GBRS15]. DR17, DK18, FJP15a, FJP15b, GM16b, abscissa [HvdD16]. absolute [Eve18]. HCS17, Hol16, KS17, KY17, KMS17b, absolutely [AB19, Ege16]. absorption LMS16, Li19, LHG15, MMP16, Mor16b, [BFM19, JT18a]. abstract [CW17, CFM16]. Mos17, MP15a, MP19, Niv15, Olk15, Pas19, Accelerating [Pan15b]. Accessible PS18b, RLP19, SGH16, SB15, Ser15, Ter17b,

4 UG18, Wan19, dlP18]. Algebraic alternative [Koz16]. Aluthge [BJ15, CCGV+19, EHK16, Oi19, PS19e, [CM17, EP18b]. amenable [NINS16]. Sch17, AAMM18, Alf18b, BD15a, BBEE19, American [Zha15a]. among [BS18b]. BB16a, BGCMPB15, BGdCCMSS17, BS18b, analog [MM19b, Nie19a]. analogs [HT18a]. CN17b, Das18, DP16, DPJ17, DD17c, analogue [GKR16]. Analogues GMW18, GL16, KS19, Kol15, NT19, NR16a, [MP17, AJ19, LN17]. Analysis PMB15, PRS18, RRV15, UM16, Zas16, [Ano16a, BMVW16, Tsa16b, AL16, BZ16b, Zha17, DP15b]. Algebraically CL19, CN19a, CA18, CGSC19, GZB19, [KQZ16, DB19a, LS15b]. Algebras GCC18, GCQX15, JLT17, Kir15, KIS18, [CRVSS19, AM15a, AEV16, ALH15, AEV15, KLS17, MM16a, MP17, Miz16, OZ15b, AKR15, AK16a, AK16b, BZ16a, BKRE18, SNP16, See18, SLY17, Bar15, Bru16a]. BY19, Bal17a, BES16, BGV17, BC15a, analytic [JLM18]. analytical [GS18]. BdlCL17, BCS15, BCS16, BLdSV19, BP19b, Analyticity [DvSW18]. ancestral BFD18, BBS16b, Bre17, BS19c, BCP16, [ADW19]. Ando [Ric19, Wad18]. angle Bur18, CP16a, CMV16, CMV17, CKM19, [LMX19]. Angles [CPZ16a]. angular CLOK13, CPS17, Cha15, CW15a, CL15a, [CS15a]. anisotropic [AL16]. annihilating CR18b, CDTZ15, CME18, Cos19a, Cos19b, [NN19b]. annihilator [HAM16]. anomaly CDH18, DIR16, Der19, DKNS16, DOR16, [Zim15]. ansatz [FS18a]. antecedents EL16, EP18a, EF17, EF19, FKPS18, [Bar19]. anti [AyLPS18, AT15, BF19a, GGH15, Gol16, Gon15, Gow17, GJ18, DDSC+16, FT18, GJK18, MV16, YWD16]. HA15a, HAM16, HA16, Hou15, HZ19, JG16, anti-banded [BF19a]. anti-circulant JG17, KKO15, KLP15, KM15b, KSTX15, [AT15]. anti-community [FT18]. KLL17, LMO16, LL19, LT16b, LZ16c, LZ17c, anti-negative [GJK18]. anti-reﬂective LGZ18, LCLW18, LZ15e, MR17a, MI16, [DDSC+16]. anti-regular [AyLPS18]. MI17, Mol18b, Mon19, MX16, NINS16, anti-triangular [MV16, YWD16]. OW17, Oi19, Pel17, PR19, PR18b, Rai19, anticommuting [Hru16]. antinegative RE16, SBB15, SY15, Shi16a, TW16, Tom15, [DO16]. antiperiodic [GM15]. antipodal Wan16c, WZ17b, WFS19, Xu17a, ZK17]. [Fil18]. Anzahl [GL15b, GL15a]. algebras [Zha17, Zus17a, Zus17b, vWZ17]. Apartments [Pan17, Pan16b]. Appl algorithm [AAG+18, Ais18a, Ais18b, [ASMN17a, Ali20, Ano16a, AG20, Bal18, BDK+17b, CLM19a, CKM16, DD17c, Fay18, BF17b, Duk15, EKSV18, FJS21, GP18, Fis17, FKM17a, FKM17b, GCC18, Kwo16, GWL+18, Hou20, KAPS20, Kis15, KHI16a, LLL17, LC19, Miz16, Pan15b, RKT15, SZ17, LMO16, LT16a, LLS17a, LZSD18, PW20, Yin19, CA18]. Algorithms [Ano16a, RB19, SM18, wXZ19, Yua15, ZL15a, BMVW16, KLS17, Per18, SdJY+16]. dCDFK18]. Application Aliasing [BMS15]. ALIF [CGSC19]. allow [AMH11, Abi19, AO18, ACM17, BM16a, [LP15]. Almost BFMK18, CRX15, DGGP18, DHW18, [SW16, VQ19, CS15b, Pol19, WHG17]. FBH19, FL15, GK15, KVP19, PHW16, almost-equidistant [Pol19]. RGPH16, Ste15, YYSX19, BTN+18]. Almost-invariant [SW16]. Applications [APR+17, Ano16a, BMVW16, Almost-nonsingular [VQ19]. along DH15, He16a, PCI15, AAG+18, AM16a, [Nag19]. alternate [GL15a, NAS18]. ANP16, AL19a, BBM19, BKNS17, BJKR17, Alternating [BD19, FGH+15, HS16, Kob17, BDDO16, BBP19, BR16b, Bri17, Bur18, Pan15b, dSP16a, dSP16d, dSP16e, Ter18]. CDR18, CDG16, CPZ16b, CIY15, CLS18,

5 CJ15, CJB18, CSW17, Chu16, CJ16d, DR16, [XvdBvdLS15, ABP15, AG15b, AG20, DLQ18, FSSW17, GZB19, GHT16, GL15b, Bal15c, BM19b, CCiT18, CEM15a, CLT15, HM17a, He16b, Hua19, HC19, KC16, CKS16, CJ16a, CN17b, FWB+19, FBH19, KKL+17, KK18, LCL15, LCWZ19, LLSX15, FX19, GL16, IHM08, LG18, Mon19, PR19, Lin15c, Lop17, MVPST19, MM16a, MMP17, Pop16a, RMP18]. Association MMV19, Mel16a, MNT19, MO18, NSCV16, [WG15, BM19a, CHJM18, CGGV15, PS19d, SSCS16, SSB15b, Wan16a, Xu17a, Han19a, Mor16b, MX16]. associative Zou17, Tsa16b]. Applied [AA17, Pel17, Zus17a]. assortativity [Bru16a, LNT16c, Ser16, War17]. approach [EB17]. assuming [LMS16]. asymmetric [ACPR15, BKLP16, BF19a, BBT15, [CLHL15, FI16]. Asymptotic BDP+18b, CC17a, CLLS19, FKM17a, [CLR16, iT16, VG18, BO15,´ CHPW15, FKM17b, GS18, HW16, JS18a, KO16,¨ De 16b, Gar17, KLS17]. asymptotically Mar15b, MR19, NN19b, Ota15, Per18, [Dal17a]. Asymptotics SZW16, XvdBvdLS15, YDHX18]. [BGS15, BGM+19, MNT19]. atomic [KY18]. approaches [LMM+16]. approximability attain [CR19a]. attainment [SPH15]. [KU16]. Approximate [CSW17, CKM16, attenuated [Liu16b]. attractive [SH15b]. PSM18, SLY17, AEV16, ACM17, FG17, Audenaert [Lin16c]. augmentation dMGC19, KMOR19, LUC19, WZL17]. [PZ17a, PS18a]. augmented [Mas17, Ste15]. Approximately [Man19, Zha18b]. autocovariance [CIY15]. Automatic Approximating [Alo15, GKS19, BDK+17b]. [DA19b]. automorphic [GPI18]. Approximation automorphism [FKS16, HA15b, TZ19]. [FK18, Bob16, CCO15, Gar17, GH17, GS19b, Automorphisms [CD16d, AK16a, CW15a, GCC18, JMRV16, KLL16, LL16b, PQY15, Cos19a, CDH18, Wan15a]. autonomous PW18, PHW16, RRT16]. approximations [SSF16]. autoregression [FK18]. average [BHK16, LS18b, OZ18, SZ19]. Araki [Das18, KLL17]. AV M M [BT17a]. [Hia16b]. Arbitrary Avoiding [KN16]. Avram [BEF16]. aware [MI16, BCS16, BNST17, BC17a, CMV16, [Tyg19]. DDCY17, GLAdS19, GM19, HA15a, KSVW17, MM17b, OvdDV17, Wan15b]. arc B [AMG19, DGP+15, MR19]. B-splines [XSW19a]. Archimedean [ABG16a]. arcs [DGP+15]. backtracking [AGHN18]. [ZD16a, ZD16b]. arising [HvdD16, NT18]. Backward [BCMASS15, Ma15, MP18]. arithmetic [IKW16, Zou17, Zou19]. Baer [BBEE18]. balance [CRRY15]. arithmetic-geometric balanced [Mic16]. balancing [Zha15c]. [IKW16, Zou17, Zou19]. Arithmetical Ball [MM16a, Dym16]. balls [Jia15]. [CV18]. Arnold [Lin16a, SS17a, BSS17]. Banach [AHV19, BM17c, BBS16b, CG19b, Arnoldi [BMS16a, MP18]. Aron [KVP19]. CDFK19, DK18, JC18, KVP19, KL19b, arrangement [AB17, BS19a]. array Mos17, NINS16, NP15c, PMW19, Pop16b, [Bar19, YDYY18]. arrays [Bar16a, CW19, SPBB19, SB15, SBB15, XS17]. band CJ17b, CS18a, He15, HS16, He18, KZ17, [BGS15, CG15]. banded [BF19a, LDL18]. MMW17, WZ19, YDHX18, Yan16]. bandwidth [LDL18]. Bannai [WHG17]. arrowhead [SSB15b]. artifacts [BL15]. Bannai/Itˆo [WHG17]. Bapat [Lin15c]. bar Artin [SB15]. aspect [CS18a]. aspects [Alf15, KS15b]. bar-joint [KS15b]. [BC16b]. assignment Barabanov [GMW18]. Bartholdi [TH16a]. [Bil19, RKT15, WZ17a]. Associated barycenter [HL17a, HL18, KLL16].

6 barycentric [EG19]. base MMV19]. bidiagonal-type [Hua15]. bidual [BS16e, CDR+19]. base-orderability [KVP19]. bijection [Ter18]. Bilinear [BS16e]. based [CG19b, HSTW17, AAdFS19, DPS19, FM16, [Ais18a, AM16b, BL15, BB18, BKLP16, GLW17, Mar18, MdlP16, dFFRS17, CA18]. CIY15, DGM+18, DV19a, FT18, GCC18, Billiard [Yan16]. Bilocal [CL18]. Binary MHA18, RD15, RMKJ18, RBKA16, RW17, [HI16, MBB+18, TVD15, Alo15, BS18b, Som17, SZW16, VT18, WG15, WL16, CD16c, GCQX15, KM18, PS18a, Sei18, XXZ16, wXL14, wXZ19, ZD15, ZZR15]. Tok17, Yor17]. biography [Olk15]. Bases [Shi15, BDP+18b, DA19b, DA19a, bipartite [BN17, DMS19, FuIKT16, GSZ16, DA19c, VD18, DPV19, DV19b, FS17a, HLSP17, HLW15, JKS15, uIKF15, LN17, HHR16, LS17a, MP16a, MB15, PM18, Rai19, aLwW15, MMP16, MM17a, MHN18, PS15, Szá16, DDMV16, DDV16, WZW19, War17]. SZ17, Sim18, Sim19, VSV18, WHG17, Basic [CKM19, SSS15, Ste15]. basis WZL15, Zaj19, ZG18]. bipartiteness [AC15, DMQ19, Hür15, JMPS18, Lax16, [RMS16]. bipartitive [BmBCC17]. bipolar MI16, You15, YMZ19]. Baxter [SS18]. [GM17]. Birkhoff Bayesian [RH15]. BCCB [Kar16]. be [AR15b, CQCZ19, DDCY17, DD16a, DD19, [Nom16, dCdSA15]. behavior DU16b, DKPU18, Fer15, kJ16, KL19b, [AB15a, Tab16, VG18]. behaviors PSG16, PSM18, PMW19, SPH15, VB19]. [BMO15, Obe16]. behaviour [BCF+18]. Birkhoff-James [KL19b]. birth [CLM19a]. Belgium [FLVV18]. Belitskii birthday [BBF19]. bisexual [DOR16]. [CXLF16, CNX17]. Bell [ZSQZ19]. benefits Bishop [DGK+17]. bisolvents [CP17]. [LMS15]. bent [ÇMP18]. Bergman bisymmetric [JS15, SW18b, SW18a]. [Lee19a]. Berner [KVP19]. Bernoulli biunimodular [FR15]. bivariate [DTZ16, Ern18, He16a]. Bernstein [Liu17, Ple17]. Blaschke [DGSV17]. blind [MP16a, MMV19, YMZ19]. Bessel [JC18]. [Win16]. Block Best [KRZ+17, BaHOS15, GH17, dMGC19, [AMNR18, DPV19, ELN18, FS18a, APT17, GCC18, Reb19]. Bethe AL19b, BJ16, BDLM16, BFD18, BDFR15, [KSTY18, SdJY+16]. better [OZ18]. BDP+18b, CL19, CGMSR15, Cho17b, between dMGC19, GHK17, GLRT18, Had17, Hay19, [AJO15, BBM19, Bar17b, Bün17, CCW16, KS15a, KLL19, KL17, KM16, Lee15a, LZ17b, CDM19, CVV19, DM16a, DS17a, DMG17, LGZ18, LSM16, MV16, Mas17, MN19a, DdFR16, EG19, HS19b, LL16a, LS19, Mic16, NZZ15, Nie19c, NK18, PCL15, LHL18b, MSSZ17, Min17, Mol18b, Obo19c, PQY15, RRT16, SNDM17, SP16, Sot17, PMW19, RS17a, TW18a, WDFS17, Zui17]. Ulu19, You15, YWD16, Zha19a, SK17a]. Beurling [AS17]. Beyond block-augmented [Mas17]. block-matrix [Nik16a, Fie15a, KL18a]. Bezout [Hay19]. block-monotone [Mas17]. [BS19b, ACDT+15, Kwo16]. Bezoutian block-shift [APT17]. block-symmetric [Ota15]. Bhatia [DDF17a, Kim18, Lin17b]. [BDFR15]. block-term [dMGC19]. bi [LMR16]. bi-infinite [LMR16]. biased block-Toeplitz [BDLM16, NK18]. [RBKA16]. BIB [HMS17]. bicolored block-triangular [BDLM16]. blocked [CD16c]. Bicyclic [SY16b]. blocks [BSP18, BBC18, LWX17, OQY17]. [AMNR18, Hir18, Kal16, Sot17, Ulu19]. Biderivations [LGZ18]. Bidiagonal blow [LM16a]. blow-up [LM16a]. Board [FN17, MM16a, AAG+18, Hua15, MMP17, [Ano18-27, Ano18-28, Ano18-29, Ano18z,

7 Ano15a, Ano15b, Ano15c, Ano15d, Ano15e, Ber18, BH16a, CLF18, GRS15, HW15b, Ano15f, Ano15g, Ano15h, Ano15i, Ano15j, IL17a, LCWZ19, LwW16, Mol18a, Obo19b, Ano15k, Ano15l, Ano15m, Ano15n, Ano15o, Vec16, WF19, Xu17b, ZWS18]. boundaries Ano15p, Ano15q, Ano15r, Ano15s, Ano15t, [AGV17, BS18b]. Boundary Ano15u, Ano15v, Ano16b, Ano16c, Ano16d, [CN19b, BL15, CN15, DDSC+16, EHK16, Ano16e, Ano16f, Ano16g, Ano16h, Ano16i, EH18, GM16a, HJW19, Piv19, YLB15]. Ano16j, Ano16k, Ano16l, Ano16m, Ano16n, Bounded Ano16o, Ano16p, Ano16q, Ano16r, Ano16s, [Pan19a, AB19, CM19, DDL17, DD17b, Ano16t, Ano16u, Ano16v, Ano16w, Ano16x, GSP16, LT12, LT16a, LZ16c, PSG16, PSM18, Ano16y, Ano17a, Ano17b, Ano17c, Ano17d, dSP16a, dSP16c, dSP16d, Pep17, RMS16]. Ano17e, Ano17f, Ano17g, Ano17h, Ano17i, Bounding [Sta19, AO18]. Bounds Ano17j, Ano17k, Ano17l, Ano17m, Ano17n, [ALMZ+19, DdSJdFDV15, FW17, Gil16, Ano17o, Ano17p, Ano17q, Ano17r, Ano17s, HHL19, HMNP15, Lia17, LL18a, Mel16a, Ano17t, Ano17u, Ano17v, Ano17w, Ano18a, OP16a, Pep17, Rum19, VV18, WM17a, Ano18-30, Ano18-31, Ano18-32, Ano18-33, dlPJG18, ACT16, AR16, ACRR15, Ano18-34, Ano18-35, Ano18-36, Ano18-37, AGRR16, AdFRR18, ADLR19, AP15a, Ano18-38, Ano18-39, Ano18-40, Ano18-41, BG15, BaHOS15, CR19b, bCR18, CLL15, Ano18-42]. Board CIY15, CL17b, CLS18, CJ16c, CJ16d, [Ano18-43, Ano18b, Ano18c, Ano18d, DHHZI19, DV19a, DR18, DM18, Drn19, Ano18e, Ano18f, Ano18g, Ano18h, Ano18i, EA17, GM17, IGW17, Ken16, Lan15, LLV15, Ano18j, Ano18k, Ano18l, Ano18m, Ano18n, LWY16, LZM16, Lot15, MR17b, MS17b, Ano18o, Ano18p, Ano18q, Ano18r, Ano18s, MHS15, OVW18, Rod19, SK17b, Sku17, Ano18t, Ano18u, Ano18v, Ano18w, Ano18x, TLL15, TWM16, WZL17, WLL19, WZW19, Ano18y, Ano19a, Ano19-27, Ano19-28, WWC18, YZL15, vDS16, ELN18]. Braess Ano19-29, Ano19-30, Ano19-31, Ano19-32, [HK19b]. Brauer [BJLD17, DLB18, LL16a]. Ano19-33, Ano19-34, Ano19-35, Ano19-36, Brauer-type [BJLD17, DLB18, LL16a]. Ano19-37, Ano19-38, Ano19-39, Ano19-40, Bregman [MPV16]. bridge [CDM19]. Ano19-41, Ano19-42, Ano19-43, Ano19-44, bridging [LS17a]. Brill [Gua18]. Brouwer Ano19b, Ano19c, Ano19d, Ano19e, Ano19f, [GP18, Che18b, Che19a, GAP16, HT17]. Ano19g, Ano19h, Ano19i, Ano19j, Ano19k, Brown [BSS18].´ Brownian [MMS16]. Ano19l, Ano19m, Ano19n, Ano19o, Ano19p, Brualdi [BWSZ15b, LL16a]. Brualdi-type Ano19q, Ano19r, Ano19s, Ano19t, Ano19u, [BWSZ15b, LL16a]. Bruhat [dCFF17]. Ano19v, Ano19w, Ano19x, Ano19y, Ano19z]. Brunn [Liu16a]. bundles boards [War17]. Bohnenblust [DFK+15, EM16, Gal17]. Bures [Mol18b]. [CJRMF+15]. Bohnenblust-Hille Butson [EC19]. butterfly [CJRMF+15]. Bollobás [DGK+17]. Book [LZSD17, LZSD18]. butterfly-like [Bru16a, Tsa16b, Zha15a]. Boolean [LZSD17, LZSD18]. [ABC+16b, Kim15b, PS18a, PRS19]. border [Zui17]. bordered [DE15]. C [COS18, BCP16, CP16a]. cactoid [HC15]. borderenergetic [DLG16]. Bordering cactus [Gal17]. cages [Fil18]. cake [CA19]. [OvdDV17, CN17a, CN17b, CN18]. calculation [PW18]. calculus [Nev18]. borderline [FM19b]. Bott [KC16]. CAM [Bru16a]. Cambridge [Bar15]. Can bottleneck [Mol18a]. bound [dCdSA15, Nom16]. CANDECOMP [ARR18, AL15, ARS17, BL18a, Bal15c, [KL18b]. CANDECOMP/PARAFAC

8 [KL18b]. Canonical LL18b, MW15, MMR16, MMR17, MMR18, [BBdH18, DD17c, LS15b, AEKP16, BTW16, Niv15, Shi16f, WW18, WLWZ19, ZGW16]. BGSS18, CXLF16, CNX17, CW17, DFK+15, characteristics [AKPS19, JKKL15, FdC15, GLAdS19, MN19b, Rad17]. KAPS20, Koz16, MNTX16]. Carathéodory [BFMK18, IL17a]. Characterization cardinality [CRVSS19, MMR17, Yor17]. [BJKR17, DP16, GLZ16a, GSSvdD16, Carlen [Bek16]. Carleson [DPS19]. HT18b, JT18b, Kim15b, LD16a, MWT16a, Carlitz [KT19]. Carlo [WC15]. Cartan QH15, RW17, Wój19, ZXW19, Abi19, [HL17a, HL18, KLL16, LL19, MM19a, PR19, CRRY15, CLR+18, DGCC16, DP18, DP15b, WZ17b]. Cartesian [BK19, KMY15]. case DPJ17, lFwW16, GGMPC15, GH16a, GX17, [ACS19, Bar17a, BDK+17a, DV19b, EHHL17, HvD18, HJW19, Hoa15, KY18, LZSD17, lHS16, Mat15a, Pan15b, ZHC16, dFRS16]. LZSD18, LWCL19, MHL15, MM16b, NS18, cases [MP17]. Catalan [HS17, YDHX18]. PP15, SW18a, zSqST15, TSH16, WM17b, category [MVPST19]. Cauchon [AAG+18]. XvdBvdLS15, YCL17]. Characterizations Cauchy [JM16, JKP16, Kal18, LL16b, [HM17a, Mol19, RS17b, AyLPS18, ABDN18, Lyn15, MMP17, Mel16b]. Cauchy-like BP15, DDF18, He15, He18, LL15b, LWC18, [Mel16b]. causal [FKD15]. Cayley SBB15, Sol19, UYY17, WZ15, ZSWB16]. [AT15, BBM19, BBS16b, CFH19, KM15b, Characterizing KLW15, LZ15d, RB16, SLY17, TFC19]. [BDMB19, CJ16c, FMR19, LZ15b, HK19a]. Cayley-type [RB16]. cell [KT15]. cells characters [AR15a]. Charles [Bar15]. [GMLT19]. Central Chebyshev [Guo19, KMM17, Yam15]. [Yin18, BDDO16, EF17, EF19, Lék16]. Chevalley [MMR18]. Chief centrality [AM16b, BFM19, HKS19]. [Ano18-44, Bru15, Bru16b, Bru17]. Chip centralizer [AGP+17]. centralizers [BMZB18]. Chip-firing [BMZB18]. Choi [Han19a, dCDFK17, dCDFK18]. [GKR16]. Cholesky [LWY16]. centralizing [Wan16c]. centrally [Mig16]. Cholesky-like [LWY16]. Christoffel Centrosymmetric [JRS19, Bur15]. certain [AM15b]. Chromatic [KM19, AL15, [AKYD16, Ege16, EEV17, FKPS18, Hia16a, FCL+16, KNY15, Tom15, vDS16]. circle Joe16, JMP17, Kol15, KLW18, Lin17a, [Cas19, IR19, MS15a]. circles [Rum19]. Liu18, Lot15, Mol19, NP15c, PP18, Sch17, circuits [MT15]. circulant She17, Tab16, VHB18, vWZ17]. certificate [AT15, AMNR18, Hil17b, Joe16, KK17, [CJ17c, Dic19]. Cesàro [AB19]. chain Lee19a, NW19, Nie19c, PSZ15, PS18b, [AAS16, BK17c, Cho19, WC15]. chains QWC15, RR18b, San15, San18, SB18, TG19]. [BLPT15, BCF+18, Hun16, Hun18a, circulants [DM16b, Sbu17]. class Hun18b, JLT17, LZ15a, Mas17, MP16b, [ASMN17a, ASMN17b, AMR18, AMG19, NP15b, SY16a, Sku17, Ter18, VB18, Vas15]. BG15, BPP16, BR16a, BHP17, CX17, Change [DFK+15, JST19, VSV18]. Chu19, CM16, FPGPV17, Hou15, HSTW17, changing [GM15, SV17]. channels JLM18, uIKF15, KY18, LDL18, MI17, [FL16, HJ19, LPPZ19, Lev18]. chaos Min17, Mir18, Nob16, OK18,¨ Ris16, [BCMASS15]. character [Che15b]. RBKA16, Sam17, XXZ16, ZD15, Zhu19]. Characteristic classes [AG15a, CHJM18, DGS18, EC19, [AW15a, BLdS16, Ben18, BCS16, BBFF17, Egg15, ETF18, Far19, FMR19, Gre18, BCF+16, CCD19, CK15b, EV15, FOvdD16, GJLS16, LCF19, MR17a, Mar15a, Pan19b, FMR18, HY18, HZ19, HZ17, KMS17b, Pel17, Rob19, Sha16, SS18, VLGS15, Ye17,

9 ZM16, dSRST17]. classical [FT18]. commutation [Nie18]. [HLG15, OVW18, Ota15, Saw16]. Commutative Classification [AMC18, BKRE18, BCS15, [BS19b, AM15a, AA17, GPI18, GMM16, CMV17, CLOK13, DdFR16, EEV17, HA16, KM19, LZ15d, OW17, SNDM17, Ser16]. LMO16, LZ16c, MSSZ17, RE16, SWZ18, Commutativity [Pan19b, Pie18, SB15]. GSZ15, GSZ16, Gas19, HAM16, Sim18, Commutator [GH15, CL17b]. YdB19, dFRS16, dFFRS17]. classifying Commutators [SB15, CL15b, GW17a, [BP19b, FKPS18]. clean [BM16b]. Clifford Hou19, XCJ18, dlCdR17]. commute [CK15a]. clique [FHJT19, HFS15, Yus17]. [BFFN16, Kis15, XX12]. Commuting clique-width [FHJT19]. close [Bou16b, CKT19, Shi18a, Wan16c, BF18a, [BCF+18, BaHOS15]. Closed [DKSV19, BS19c, BKS15, BKPS17, CM19, CJW19, AYK17, Bie15, LS15b, LMX19, XS17]. DBK17, FKPS18, GMM19, IKVZ18, KS17, closest [KT15]. Cluster [TLL15]. LdlP15, LY17, Mig16, MT16, QH15, Sha16, Cluster-robust [TLL15]. Clustering aHRT15]. Compact [BCF+18, EB17, Bai18, Est16]. clusters [ABM16, CN19a, JLM18, LWC18, PS19c]. [CR17b]. clutter [MFdM15]. CMV compactly [AKPS19, KAPS20]. [MS15a]. Co [Bru16a, Tsa16b, Alf18b]. Companion [EKSV14, EKSV18, BM16b, co-rank [Alf18b]. coadjoint [BC15a]. GSSvdD16, Lee15c, VV18]. compared coarse [KN16]. cocycle [Ong18]. code [QKP16]. comparison [ABD19, DU16a]. [LA16]. codes [AGP+17, ANP16, BDMB19, Compatible CG16, CG19a, CLHL15, CMPZ18, DGGP18, [BKS15, LT19a, dSP15, dSP16e]. GZ19, GR16, La 16, LCF19, Ouy17, Pud16, competition [FGS+16, Kim15b]. SSS15, TZK17, TZ19]. codimension complement [AG16, AAMM18, CGMSR15, [MS19, RZ17]. coefficient Row18, WYL19]. Complementarity [BDDSC17, PRS18]. coefficients [JS16, See18, Bal15a, Bal15b, BP16a, [BS15c, BF17a, Ben18, CLR+18, JLM18, CFNP17, DN16, DN18, WLL19, XXZ16, LG18, Sug17, TH16a, WZZ19]. Coffey wXL14, wXZ19, ZZR15, ZLQ16]. [SSCS16]. cognitive [Dog18]. Coherence Complementary [CKL17, RGPH16]. Coherent [FJT17, Szá16, CCdFV18]. complements [DD16b, GGMPC15, Xu17a]. [CMM19, LD17a, Row15, YCL17, YZLC18]. Cohomologically [BCS16]. Collatz completable [SMBDK16]. Complete [GH16a]. collections [HJ16]. Collocation [BSMSZ19, HK19b, BK18, BES19, CI15a, [JKP16]. Collocation-quadrature [JKP16]. CGSZ16, DP18, DD17b, LNW17, NS18, color [AT15]. colored [Kal16]. Colorings Obo19a, Obo19c, Shi19, VSV18, WYL19]. [KL18a]. colourful [BFMK18]. column Completely [SS17b]. combination [Kis15, XX12, Ziz16]. [Gow16, LT12, LT16a, Sal16, Zha18a, BDS15, combinations [KP17]. Combinatorial GdLL17, SSV17, DDMV16, XLQC16]. [ACD19, Nik17a, BR18, CJ15, CJS16, EJ19, Completion [Ber17, Dod16, MFdM15, MR19, Ser15]. Combinatorics BA15, CMQV16, DH15, Dod17]. [AMPT16, LMP+17, AM16b]. Combined completions [BGGS16, Mat15c]. cominuscule [MM15a]. [Cal16, CJ16b, JLD17, PCI15, VQ17]. comments [AdF19]. common Complex [HP15, LWX17, AM19, AGQ19, [CKM16, Gór17, GX16, GX19]. AS17, AP15a, BFY18, BH16a, BSS17, communicability [DHHZI19]. community Bün17, CDM19, DL16, ET18, Fik18, FM19b,

10 FKM17a, GT16, Gór17, Hut17, Kar16, coninvolutory [AMR+16]. conjecture Mag16, Mat15a, Nev18, NW19, PM15a, [AB15a, AKYD16, Bah19, Che18b, Che19a, PR19, QWW18, RGPH16, SK17a, Tan16b, CL15d, Das18, DDF17a, DK16, eFLYL15, TCD15, dlCMP17a, dlCdR17]. complexes GAP16, GP18, Gho16, GO18, GLMS18, [LT18]. complexity [BC16a, FMY16, HI16, HT17, KM19, Koz16, LOS19, Lin15a, KMM17, RR18a, VGG17]. component LMP+17, Riz19, SY16a, Shc16, XS18, [FK18]. components YQS16, AA19, BS16f]. conjectured [AL15]. [BFFN16, CLT15, DDL17, DBK17, OK18].¨ conjectures componentwise [DS18b]. Composition [BCJ+16, Das15, TWR15, Zha17]. [AL19a, BMN16, HA15b]. compound conjugacy [Pan19b, VLGS15]. conjugate [AGN18, APR+17, BSS16, FK18, RS17b]. [DMG17, KR17, Lin15b, Nev18]. comprehensive [BBT15]. Compressed conjugate-normal [Lin15b]. conjugation [KKLP17, BO15,´ Fli16]. compressing [Bik19]. Connected [BE15]. Compressions [PS19c, He18]. [LM16c, CLT15, COvdD16, DPR19, DS19c, computation [BFM19, CRX15, Hun16, GWL+18, GTL+18, HSS16a, JMM16, Hun18a, Miy19, Sim19]. computations LLL15, NLWJ18, PS15, SS17a, See18, VK19]. [BP16b, Win16]. compute [BV18a, Pas19]. connectedness [GJ18]. Connecting Computing [ES16]. connection [AMH11, BDLM16, DU16a, Eld15, FI19a, [CHB15, DGSV17, RS17a]. Connections Fer15, HR17, Hir18, KL18b, MMR17, Saw16, [GHPS19, CJ17a, Nie15b]. Connectivity Fis17, SK17a, SSH15, SZW16]. [ZLG17, AAMM18, Das18, Gu16, HXL19, Concatenated [DGGP18]. Concavity Kol15, NLW18, O16, Row15, XSW19a]. [Hia16a, FS17b]. Concentration consensus [VK19]. Conservative [Bar16b, Ngu18, FL15]. concerning [KLP15, Geh15]. considerations [AAC+15]. [AKYD16, Hil15]. Concini [FH19]. Concise consistency [Shi16b, XvdBvdLS15]. [OBRA15]. concrete [Uch15]. Condition consistent [BMS15]. constacyclic [ME15, Van17, WYL15, ABD19, Ben16, [CLHL15, La 16]. Constant CC17a, DR16, DS18b, Fli16, LS17b, Nie19b, [PRS18, BBH16, BC17a, EM16, MMM19, Sch17, Zim15]. conditioned PV17, WDV17]. Constant-coefficient [Bar16b, NSCV16]. conditioning [FR16]. [PRS18]. constants conditions [BCKL17, Nun17, Reb19]. Constrained [Bar17a, CYD19, DDSC+16, DD17c, ES16, [CMQV16, DOR16, OS17, Rak17, TD15]. EH18, FZL+17, GM16a, Gu16, Li15a, LX17, constraint [LSM18, MT15]. constraints LSX15, MPS17, PM15a, ZLG15]. cone [BT17a, DAG16, LPPZ19]. construct [Bal15a, BP16a, CCCNT19, CFNP17, FG17, [LMPM17]. constructed [Mir18]. GR15, Gow16, HC19, KOST15, Lee19b, Constructing [CR18a, CJW19, CJ17d, Ser15]. cones [BFN15, BMZB18, GP19b, DDV16, WC15, ATM18, BH16a, MLW15]. GJ18, IL17b, JG16, JL16b, KLL17, Kut18, Construction [HHL15, JCW19, LS15c, Sol18a, Sol19, Zha18a]. Conference MM15b, BBM16, CW17, DGGP18, FdC15, [CFH+16, GPW15, GHPS19, ET18, TG19]. Gór17, Hey17, MW15, MR17a, PS17]. configurations [BF19b, FGG+18, Xu17a]. constructions congruence [BGSS18, BHSS18, DFK+15, [FJMP15, GF17, LA16, HL17c, Pud16]. Dmy16, Dmy19, Egg15, YZZ18, dlCF16]. contain [FJKM18]. containing Congruences [Sbu17, Sim19]. [AMG19, FJ19, Gre18]. Contemporary

11 [Bru16a]. Continuity [CPZ16a, Tab16, iT16, Zim15]. [CG19c, Gol17, AB15b, BP16a, GMW18]. correspondence [GPI18]. Corrigendum Continuous [ASMN17a, Ali20, Ano16a, AG20, Bal18, [BS19c, Cos16a, Mas17, ZH17, Zhu19]. DIPR18a, Duk15, EKSV18, FJS21, GP18, Continuous-time [Mas17, ZH17]. Contour GWL+18, Hou20, Kis15, KHI16a, LMO16, [Wim16, Van16a]. contracted LT16a, LLS17a, LZSD18, PW20, SM18, [CEM19, XCJ18]. contraction [McK18]. wXZ19, Yua15, ZL15a, dCDFK18]. cosets Contractions [BC15a, LPW16]. [LA16]. Cospectral Contractive [AKS17a, AKS17b, LNW17, [CHJM18, DF16, WQH19, AHMM18, LCNZ19, Lin16b]. contribution [Geh15]. BH16b, Hey17, LMT19, ZLS17]. cosquare control [GMP15, GMP16b]. cost [CYD19]. [Bel16, BTN+18, Ste15, BCMASS15]. Coulomb [BS18a]. Coulson [ALOR19]. controllability [AG15a, TD15]. countable [JLT17]. counterexample Controlling [Yas16]. convection [Bah19, Shi16c, Shi17a]. Counterexamples [BDDSC17]. convection-diﬀusion [SY16a, FJS17, FJS21]. Counting [BDDSC17]. Convergence [CN19a, GCC18, [FMM16, Mat15b, PD17, Ram16, VLGS15, JMRV16, KR17, OZ15b, SSF16, BM17a, GRV16, MT15]. counts [KS15b]. coupled BW18, BMS16a, CGSC19, DHW18, GKS18, [HAWM16, Lee19b]. coupling [CRC17]. Guo19, KH17, Sch16, SLY17, ZZR15]. Covariance [CLZ+16b, GH16b, KRZ+17, convergent [Ais18a, Ais18b, EE16, JCW19, LHC15, MNT19, iT19, Wan16b, Yin18]. QWW18, Sku17]. converse [Lev15]. cover [PF18, WM17a]. Covering [WH19b]. Conversions [EG19]. Convex coverings [FHH15, MC19]. covers [BKNS17, EE15, Han19b, BGCMASS19, [CGSZ16]. Cox [Sim19]. Cox-regular BU18, CW18b, EM15, Eve18, KP17, Naj17, [Sim19]. Coxeter [GSZ15, Gas19, Mr´o16, RW17, SXD16, Vir19, WH19b, ZC15]. MdlP16, Sim18, dlPJG18, dlP18]. Convexity Coxeter-Dynkin [GSZ15]. CP [Dym16, JK15, LNT16a, Sab16, Bek16, [BDS15, XCQ18]. CP-plus-rank [BDS15]. CFL16, FNX19, Kum19, Nor18, Sab18]. CP-rank [BDS15]. CRAIG convolution [ABC+16b, Ziz16]. [HKP17, TW16]. criteria [DIPR18a, convolutional [ANP16, CLHL15, DGGP18]. DIPR18b, DFKS17, FKS16, SFW18]. convolutions [RLP19]. coordinate criterion [FHS17b, SS15a, Sam17]. Critical [KRZ+18]. coordinatization [Lax16]. [BBT15, Gae16, GP19b, DHS18, FCL+16, Copositive [Hil17b, SM16, SM18]. HMPT18]. crossings [dS19a]. Crouzeix copositivity [Dic19]. coprime [GO18]. CS [CRX15]. cubature [BBM16]. [AMZ16, Lie18]. corank cubic [CLR19, Jel18]. cumulant [OBRA15]. [GSZ15, GSZ16, SZ17]. corank-two curvature [NR16a, Opo16]. curve [GSZ16]. Core [EB17, CMV19, HPZ18, [CN15, LHC15]. Curves [Ber18, AVAK´ +19, HPZ19, JS19, KY18, NW19, WL16, Wan16a]. BGCMPB15, CS15a, CN17b, CN19b, LP18]. Core-EP [Wan16a]. core-nilpotent cut [Alo15, CA19, DV19a, Nik16b, WWT18, [JS19, WL16]. Core-satellite [EB17]. cores vDS16]. cut-norm [Alo15]. cycle [GT17]. corner [bCR18, ZMT19]. corona [DF15, DF18, DR19, HFS15, Liu15, PF18, [BS17, LJK16]. coronas [ABC+16a]. WZW19, dS19a]. cycle-clique [HFS15]. correction [WP17, Zas16]. correlated cycles [Sma15]. correlation [ABDN18, Ash19, GH19, MWT16a, Mac16,

12 NY15, WZZ19, Yua14, Yua15, ZLG15]. deformations [BSS17, Dmy16, Dmy19]. Cyclic [BGV17, BM18, BMR17, CLUP17, degenerate [Bob16, KK17]. Degree Dal17b, Far16, MP16b, Ziz16]. cyclomatic [DGM+18, Chu16, CW16a, Das18, De 16b, [HHL19, TH17]. cyclotomic DD17b, DK16, Fer15, NLW18, Sku17, [CFW15, LA16]. Wan15b, XWL17, YHY15, ZLS17, ZWS18]. Degree-based [DGM+18]. degrees [BD15a, D [BKLP16, Sam17]. DAHA [NT17]. DMG17, DV19b, LLS17a, LLS17b, PS19a]. Darboux [AM15b, CG15]. Dashnic delay [LCWZ19, ZLLL18]. Data [BTN+18, FM17, PMB15, SNP16, WZ17a]. [SUBG18, BCJ+16, CS15a, CJ16c, HPZ19, deletion [VSV18]. Dellac [BF19b]. KRZ+17, KRZ+18, MM15b, Wei15]. Demmel [AGV18]. dense Data-driven [SUBG18]. Davidson [Dal17a, Duk12, Duk15, FGH+15]. density [BM17a, WP17]. Davis [BDG15, Lie18, Mol18b, SCD17]. [ABR18, CJ17a, LSZ18]. DCT [BP19a]. dependent [DHLT19, GM16a, PCL15]. DDVV [GXYZ17]. DDVV-type depending [EH18]. derangement [MR19]. [GXYZ17]. Dealing [BL15]. death derivable [WMC15]. derivation [LZ16c]. [CLM19a]. deblurring [DDSC+16]. Decay Derivations [Bre17, Hou15, AKR15, [MR17b, BMR17, PPZ19]. AK16b, AA17, BCP16, CL15a, CL18, EP18a, decomposability [LL17]. decomposable LZ17c, NP15a, ZK17]. derivative [UUG15]. [CW18b, YLT16]. Decomposition [FM19a, derivatives [Eld15, Gir19]. derived GT16, Hou19, AVAK´ +19, BC19b, CRX15, [JLD17, LMR16]. Desarguesian [Van16b]. CQCZ19, CP16b, DD17c, DU16b, DKPU18, descent [VK16]. descent-like [VK16]. Duk12, Duk15, FZwCW16, FR16, FX19, descents [AR15a]. description GH16b, dMGC19, GMP15, GMP16b, GM17, [BmBCC17, DDL17, Ong18, PS19e, Ser15]. HKM18, HAWM16, Hir18, JS19, KMY15, descriptions [DSCD17, May15]. descriptor KL18b, Lop15, MVPST19, MM16a, MMP17, [Mar15b]. design MMV19, MFdM15, MV16, MMR18, Nie18, [AKPS19, Bel16, KAPS20, Mic16, RGPH16]. Nie19a, RBKA16, Saw16, SP16, SSB15b, Designing [Van16a]. designs [BMS15, SSB15a, SG17b, Van17, Wan16a, WL16]. BH16a, BL16, HMS17, Ma16, Sma15]. Decompositions [KK18, Mar18, BBEE18, detection [FT18]. determinant BFW17, CMV16, CCGO17, FSSW17, [BDK+17b, BR17, Cho17b, Cos19b, DdC16, FSW19, Lee16, Nom15c, Ota15, Szá16, GSS15, Hil18, Hol18, HLS+16, KMS16, Tyg19, Urs18, Ye17, dlCMP17b]. Rum18, RB19, Rum19, Shi18b, Yur15, deconvolution [BL15, Win16]. decreases Min17]. Determinantal [JDS17]. dedicated [BBF19]. defined [LP18, CNY18, CN18, DP18, HI16, LS18a, [He16b, Hon18, HC19, PMW19, Ram17, MT15, Ple17, dCdSA15]. Determinants Zho17]. defining [CR18a]. definite [HZ19, Riz19, Sot17, ABO15, BS18a, BK17b, [ACM17, BS15d, BJL19, BC19a, BDK+17b, BaHOS15, BR18, CLLS19, HM16, Sbu17, CJ16b, CLS17, Fie15b, GLRT18, HL17a, Sei18, Zhe19]. determination [AAG+18]. HK17, KL15, KLL16, LZ17b, LNT16c, determined [ALH15, BCC+18, BSMSZ19, Min17, MS15b, MPV16, PR19, Riv15b, HNR16, KHI16a, KHI16b, MW15, MLW15]. Sch16, SH15b, STZ15]. definiteness detrended [CIY15]. Deveci [CL15d]. [DLB18, HT18a]. deflated [KR17]. Developed [DKS15]. deviation [DHLT19]. deflating [WZL17]. Deflation [LNT16c]. DGL [BBMFM17]. DGMRES [GKS18].

13 Diagonal MS17a, Min17, NINS16, OW17, Pan17, [AM16a, AMV17, APS18, BBH16, Bik19, PMW19, Pel17, QWC15, RE16, Sab19, BR16b, BMR17, ELN18, Far19, GX16, Vir16, WH19a, Yan18, Yin18]. GX17, HN18, HK18b, Lee15a, Nom15b, Dimensionality [BF19c]. dimensions PM15a, PPZ19, SP16, SV17, SSB15a, ZH17]. [BNST17, CLUP17, bCR18, DDCY17, Fre18, Diagonality [ACM17]. diagonalizability Geh15, PP15]. dimers [NS15a]. Dirac [dlCF16]. diagonalizable [FKRS17]. Direct [JLDS18, JKP+17, wXjMZL19]. [KP19, DSCD17, GF17, KS15a, Xu17a]. diagonalization Directed [ACM17, CL19, LUC19, cSfCfX15]. [Jør15, ASMN17a, ASMN17b, AM16b, Diagonally [Roh18, DM18, HW15b]. BK17c, CLN15, DL16, Kob17, VK19]. diagram [Bal15c, LCF19]. diagrams directional [AKPS19, Gir19, KAPS20]. [Sch15]. diameter directions [JZ16]. Dirichlet [LN18]. [BK17a, CC17b, CNM19, DBK17, HSS16a, discontinuity [CG19c]. discrepancy LS15a, Mig16, XWD18, ZLG17]. Diaz [CLZ+16b]. Discrete [ACE15, EH18, Lev15, [MF16]. dichotomy [Dra18]. dicyclic BB18, BPT15, CEM15b, DPJ17, EE15, [CFH19]. difference [Dra18, EJ19, PHW16, EM15, FCLP18, GM15, GM16a, GKS19, SNP16, SJD16, Sug17, UWYY15, UZ19]. HM17b, LZQ19, LS18b, LN18, SL16, SH15a, differences [Cos16b]. different Shi16b, TNK16, ZD15, Zhu19, CGSC19]. [ALMZ+19, SY16b]. Differential discrete-time [GKS19, SL16]. [Gon15, BMO15, HLM17, LMS15, Mat15a, discriminant [Bar16b, HS18]. Obe16, PMB15, PRS18, RRV15]. discriminants [CP16b]. Disentangling differential-algebraic [PMB15, PRS18]. [ZS17]. disjoint [WM17b]. Disjointness Differentiating [Hol18]. Differing [Dog18]. [LCLW18]. displacement [TW18b]. Diffuse [GHS16]. Diffusion dispositions [LMP+17]. dissipative [VK19, BDDSC17, CS15a, RW16]. [GHK17]. Distance [AJO15, AAKS17, diffusively [Lee19b]. digit [JT18b]. BK17a, BF15, CDR18, Che15a, DS17a, digraph [ARR18, BDMB19, HC15]. LZ16a, LZW17, Obo19a, VSV18, AAB+16, digraphs [AR16, ARR18, AGH17, DF16, Alf18a, AP15b, AB18, BD15a, BG15, BS15b, Dal17a, Dal17b, FGS+16, FJ19, GLMPC18, BS16a, BK19, BGOY15, BF18b, BMS16a, GMO19, JL16b, Kal16, LWCL19, LMP+17, BGT+19, CG16, CVV19, Cho19, CGGV15, MS17b, Ost15, SG16, XSW19a, XSW19b, CHT19, DdSJdFDV15, Das15, DR18, DL15, ZSWB16, dS19a]. Dilations [BEKS17]. FdFdSDV18, GK15, Geh15, GLW17, Hey17, dilogarithm [BV18b]. dimension HC15, HFS15, KPL18, KHI16a, KHI16b, [BCS15, BBT15, CMV16, DD16a, DD19, KT15, KB15, LM16b, LZ15c, LLL15, LD16a, FI19b, Hol16, IL17b, JKKL15, KS17, MB15, LWCS16, LZ16b, LD17a, LDZ18, LHG15, Pas19, SB15, VB19, YT16]. dimensional LHH17, LHL18a, Ma16, MQTW18, MMP16, [Alf15, AKPS19, AKR15, AK16a, AK16b, MM17a, MS15b, Som17, TWR15, TWM16, BC15a, BB16a, Ben18, BGdCCMSS17, TW17, TW18a, XSW19a, XSW19b, XS18, CMV17, CDFK19, CW15a, CL16, CJ17b, ZLG17, ZD16a, ZD16b, Zho17]. distance- CG19c, Cos19a, EHHL17, EHLP18, ET18, [BF15]. distance-based [Som17]. EF17, EF19, FJM18, FMM16, FKPS18, Distance-regular Gol17, HAM16, HA16, lHS16, KAPS20, [AAKS17, BK17a, BF15, CGGV15, GK15, KLP15, KL19b, KU16, LT16b, LZ15e, GLW17, LHG15, MMP16, MM17a].

14 distances [CEM19, Ngu18]. distinct Each [AMR+16, dlC15, dlCdR17, GLZ16b]. [AAKS17, BBH16, BDVRT15, BF15, HZ15, Eaton [Nie19b]. Edge HH17, JDS17, LOS19, Mon17, Row16b, [CR17b, O16, OQ18, FCL+16, GSZ16, Gu16, Xu17b]. Distinguishing [DM15]. NT18, NLW18, PS19a, Row15, SZ17, Sim18, Distribution Sim19, VSV18, Yus17, Zaj19]. [BB16b, DMT16, HMSC19, HLLZ17]. edge-bipartite Distributional [BCMASS15]. [GSZ16, SZ17, Sim18, Sim19, Zaj19]. Distributions [Jia15, ABvN19, SSF16]. Edge-connectivity [O16, Row15]. diverge [Est16]. divergence [Vir16]. edge-degrees [PS19a]. Edge-minimal divergences [Hia19, Min17, MPV16, Vir19]. [OQ18]. edges [BL18a, GWL+18, GTL+18, divisibility [AYK17, BC16a]. divisible HK19b, JZ18, JST19]. edition [Bar15]. [VB18]. division [BZ16a, BKRE18, CKM16, Editor [Bru15, Bru16b, Bru17]. LT16b, Mig16, dSP16b, RE16]. divisor Editor-in-Chief [Bru15, Bru16b, Bru17]. [CQ15a, Wan15a]. divisors [AMZ17, SJS15]. Editorial [Ano18-27, Ano18-28, Ano18-29, DM [Hir18]. DM-decomposition [Hir18]. Ano18z, Ano15a, Ano15b, Ano15c, Ano15d, do [CR19a, GL17, Gao18]. does Ano15e, Ano15f, Ano15g, Ano15h, Ano15i, [MHL15, Wad18]. domain [HR17, Kwo16]. Ano15j, Ano15k, Ano15l, Ano15m, Ano15n, domains [BGCMLSSS16, BS19b, CQ15a, Ano15o, Ano15p, Ano15q, Ano15r, Ano15s, Cal16, Ris16, Vol17]. dominance Ano15t, Ano15u, Ano15v, Ano16b, Ano16c, [ELN18, Far19, HT17]. dominant Ano16d, Ano16e, Ano16f, Ano16g, Ano16h, [DM18, HW15b]. domination [Lin19]. Ano16i, Ano16j, Ano16k, Ano16l, Ano16m, Double [FM19b, Han19a, LL15a, LMR16, Ano16n, Ano16o, Ano16p, Ano16q, Ano16r, AAC+15, He18, PF18]. doubling Ano16s, Ano16t, Ano16u, Ano16v, Ano16w, [CLM19a, KLS17]. doubly Ano16x, Ano16y, Ano17a, Ano17b, Ano17c, [ATM18, BM18, Ben18, CC19, CQCZ19, Ano17d, Ano17e, Ano17f, Ano17g, Ano17h, Chu15, Dah15a, DU16b, DKPU18, Dya17, Ano17i, Ano17j, Ano17k, Ano17l, Ano17m, Gow17, KRZ+17, KRZ+18, Lju15, LD17c, Ano17n, Ano17o, Ano17p, Ano17q, Ano17r, NMBA19, Nat19, dCDFK17, dCDFK18]. Ano17s, Ano17t, Ano17u, Ano17v, Ano17w, Dowling [LM17]. down [LT18]. Drazin Ano18a, Ano18-30, Ano18-31, Ano18-32, [QWW18, Rak17, YWD16]. Drinfel’d Ano18-33, Ano18-34, Ano18-35, Ano18-36, [Yan18]. driven [SUBG18]. Drury Ano18-37, Ano18-38, Ano18-39, Ano18-40, [Lin17b, Nie19a]. DST [Per18]. dual Ano18-41, Ano18-42]. Editorial [BMS15, De 16a, DN18, Fay18, GR15, [Ano18-43, Ano18b, Ano18c, Ano18d, Gow16, KK18, NAS18, RR18a, Shi16a, Ano18e, Ano18f, Ano18g, Ano18h, Ano18i, DDMV16, DDV16]. Duality Ano18j, Ano18k, Ano18l, Ano18m, Ano18n, [NP15b, STW18, WO17, NR16a, RT16]. Ano18o, Ano18p, Ano18q, Ano18r, Ano18s, duals [BM17c, C¸MP18, CJ17c, JLD17]. Ano18t, Ano18u, Ano18v, Ano18w, Ano18x, Ducci [OZ15a, SB18]. due Ano18y, Ano19a, Ano19-27, Ano19-28, [JST19, Lin15c, Nun17, VSV18]. Duﬃn Ano19-29, Ano19-30, Ano19-31, Ano19-32, [KC16]. Dye [BL19]. dynamical [BBMP19, Ano19-33, Ano19-34, Ano19-35, Ano19-36, CNX17, CR18b, DOR16, Hoo19, Kur19]. Ano19-37, Ano19-38, Ano19-39, Ano19-40, dynamics [BTN+18]. Dynkin Ano19-41, Ano19-42, Ano19-43, Ano19-44, [GSZ15, Sim18]. Dyukarev [Riv15a]. Ano19b, Ano19c, Ano19d, Ano19e, Ano19f, Ano19g, Ano19h, Ano19i, Ano19j, Ano19k,

15 Ano19l, Ano19m, Ano19n, Ano19o, Ano19p, BGS15, BGM+19, BM19b, BDVRT15, Ano19q, Ano19r, Ano19s, Ano19t, Ano19u, BCF+18, BB16b, BF15, CR17b, Che18c, Ano19v, Ano19w, Ano19x, Ano19y, Ano19z]. Che18b, CLF18, Che19a, CLM19b, CJS18, Editors [Ano18-44]. Editors-in-Chief Das15, DMT16, DMS19, EA17, ET16, EG15, [Ano18-44]. effect lFwW16, FJT17, FdFdSDV18, FM19b, [BLPT15, BTN+18, FJP15a, GWL+18, GAP16, GP18, Gho16, GWL+18, GTL+18, GTL+18, LMS16, LZ16b, Yus17]. effective HKLQ16, HL18, HXL19, HQX15, HHL15, [KLS19b, WDV17]. effects HH17, HK18b, IHM08, Jia15, JDS17, JLDS18, [Ruk15, Wan16b]. efficiencies [SSH15]. JMM16, KM15a, KPL18, Kri15, KLW16, Efficient KLW18, LOS19, LD16a, LWCS16, LDZ18, [RV18, Sas18, CP16b, Per18, RKT15]. LLT19, Mat15c, Mel16a, Mon17, MST15, Ehrhart [BJS18]. Ehrlich [RV18]. NN19a, Nik15, O16, OS17, PM15b, PG15, eigenanalyses [UZ19]. Eigenbasis Piv19, PP18, Ref16, Row16b, SW15, Sam17, [HPSS19, MS16c]. eigencones [PS16]. Sod18, TY15, TS18, TWR15, TW17, WLP16, eigendata [DU16a]. eigenpair [LLV15]. WH18, Xu17b, wXjMZL19, YYMK17, YG15, eigenparameter [GM16a]. eigenproblem YZL15, YQS16, Yua16, Zhu19]. [BFY18]. Eigenschemes [AEKP16]. Eigenvariety [FBH19]. eigenvector eigenspaces [BSS16, KT17, MP19, PS18b]. [AM16b, BMS16a, DdSJdFDV15, HW16, Eigenstructure [BCU15, BLdS16]. Ken16, Rin17, SSCS16]. eigenvector-based eigenstructures [DD17b]. Eigenvalue [AM16b]. Eigenvectors [AAS16, CR17a, ES16, FHJT19, Gho19, [BBGM16, DT15, FWB+19, AB16, BM19b, Mel19, Nag19, Row16a, SSCS16, ATM18, BS18c, Chu19, DA19b, DA19a, DV19a, Ais18a, Ais18b, ABH+19, ABD19, BM16a, GHT16, LZB18, LKY16]. eight [CF18]. BK17a, BPP16, BPP17, BZ16c, BBC18, element [DHS18]. Elementary BMS16a, BC17b, BWSZ15b, BJLD17, [CGL16, AHV19, AMZ17, Bou16a, BR17, CRX15, CPR18, CLQW17, CRS15, DLB18, CQ15a, JLM18, KMS17a, Lee16, MB18, DHW18, Duk12, Duk15, ELN18, EH18, Pan19a, Pas19, PR18b, SJS15]. elements FuIKT16, FWB+19, FI16, GM15, Gil16, [Bal17a, Bre18, CDG16, DD16b, GLAdS19, GRS17, HL17b, HWXC18, HL19a, IK18, HM17a, HC19, KLW15, MY19, Rai19, IR19, JP16, JMP17, JST19, JP18, JKS15, Van16b]. elimination [PQY15, PZ17b]. JS15, Kal16, KKY16, KLY18, KU16, LCL15, Ellipsoids [Kim15a, KKP19]. elliptic LM16b, LL16a, LJL16, LLL17, LDL18, [CEM15b, HA15b, Kim15a, Yur15]. Lin15a, Ma15, MHL15, MQTW18, MPS17, Elliptical [AAS18]. embedding McK18, MNT19, NN19a, Nik16b, Obo16, [DPS19, VB18]. embeddings PP17b, RMKJ18, See18, SdJY+16, SLY17, [De 16a, Han18, Pan16a]. empirical SWB19, SAdFZ15, SW18b, Sta19, SSB15b, [GJLS16]. enclosure [Miy15]. encountered SSB15a, TW18a, Van16a, VT18, WZL17, [BDLM16]. end [Nom15a]. end-entries WZ17a, Wei15, WZL15, XL18, Yas16, Yin19, [Nom15a]. endomorphism ZG18]. Eigenvalue-free [Gho19]. [CD16d, MMR18]. endomorphisms Eigenvalues [KOST15, SR18, Shi16g]. endpoint [BSS18,´ GM15, GM16a, JTT15, YSZ17, [LS18b, MM17a]. energies ASMN17a, ASMN17b, Ais18b, ABG16a, [DMG17, DGM+18, DR18, LL15c]. Energy AGS17, AAKS17, APS18, AB15a, AKYD16, [AHJR18, Ash19, AAG+19, AR16, APR+17, ARSB18, ABvN19, BK15, BK16, BM18, ARS17, ALOR19, BSP18, CLL15, CLZ16a,

16 Che18c, Dah15b, DMG16, DM16a, DG18, [Sab19, AB19, RH15]. Erratum [KAPS20]. DMS19, DL15, GCP18, GS19a, GW17b, Error GRS15, HLSP17, HT17, Ito17, JTT15, [MM16a, WZL17, CW17, CJ16c, CJ16d, LMZRZ18, LLL15, MMM19, Mr´o16, Nik16a, Ema18, Fis17, KL19a, Ma15, WLL19]. Nik16c, NA17, Obo19b, PG15, VSV18, Essential [NSCV16, SS15c]. essentially WM17a, WZZ19, WF19, WWC18]. Engel [AKM17,´ SW16]. essentially-invariant [BRN18]. enhanced [BCF+16, FOvdD16]. [SW16]. Estimability [BFFN16]. estimate entangled [GW19a, Poo15]. entanglement [Fre18, Nun17]. Estimates [Car17, HK19a, JP18]. entries [Rum18, RB19, Duk12, Duk15, Hua19, [Alf18a, APS18, DdSJdFDV15, GP19a, KRZ+17, OZ18, wXjMZL19]. Estimating HLPS19, Hil17a, HN18, HK18b, Nom15a]. [PSZ15, Wol18, FL15]. Estimation Entringer [FHS17a]. entropies [DHL+17]. [CS15a, FM16, LHC15, SH15b, BBP19, Entropy BSS17, DR16, DLM15, Ema18, Fis17, [HYH15, FS18b, KP17, KKS18, SCD17]. KRZ+18, LLH17, PCL15, WYL15]. Entropy-preserving [HYH15]. entry estimator [LLH17, iT19]. estimators [AG17, HZ15, VQ17, VQ19]. entry-wise [RBKA16]. Estrada [APR+17, CR19b, [AG17]. Enumerating [OL16]. HLW15, HW15c, LZ15b, Rod19, ZW16]. etc enumeration [KS19]. envelope [APT17]. [Bar15, JS18b]. ETFs [RGPH16]. envelopes [Ber18]. EP [Wan16a]. Equality Euclidean [Alf18a, BD15a, BK19, ET18, [GW18, GWW19b, GWW19a, BT17a, Fie15a, Gow17, GJ18, JG16, JG17, Jia15, LL15b, SR19]. equals [MWT16a]. equation Kim15a, KSTX15, KT15, KB15, Kwo16, [CLM19a, CGM17, DI16, IT18, LMS15, PR18a, SSS15, TZK17, TW16]. Euler LM19, SS18, WYL15, W´oj19, WP17, DP15b]. [Ern18, He16a]. evaluated equations [Ais18a, AHV19, BB16a, [AEV15, CW16a, MO16]. evaluating BDDSC17, BHP17, Bou15, CN19a, CFNP17, [Fas19]. evaluation [Sas18]. even DIPR18a, DIPR18b, DP16, DPJ17, DFKS17, [DS19b, Fil18, FKM17a, FKM17b, uIKF15, Dra18, EJ19, EM17, FI19a, FL15, FKS16, NY15, WZZ19]. eventually [SA17]. Every Gal17, Gua18, GL16, HK18a, HAWM16, [dlCMP17a, TXZ18]. Evolution HS19b, JKP16, KU16, MEMM17, Mys16, [CMV16, CMV17, CKM19, DOR16, EL16, PMB15, RW16, SR18, SNP16, Shi16b, UZ19, HA15a, HPSS19]. exact [SSS15]. exactly WT18, Wim16, Zue18, dS18a]. equi [ET18]. [HKLQ16, HHL15, MM17a]. Examples equi-isoclinic [ET18]. Equiangular [Gol16, MM17c]. exceed [MHL15]. [CGSZ16, FJKM18, Gre18, BFG+16, BF17b, exceptional [Zus17b]. exchangeable RNC17]. Equidistant [GR16, Pol19]. [KRZ+17]. excluded [BS16e]. exist equilibrium [SSF16]. equimodular [GLZ16b]. Existence [Mon17, BPR17, [CK19]. Equitable [BFW17, JZZ18, AC15, BO15,´ DS17b, Fil18, FJ19, dMGC19, FSSW17, FSW19, YYSX19]. Equivalence HHR16, NS15a, Sam17, ZLG15, ZMT19]. [Bar17b, BBdH16, BBdH18, BS16f, BS18c, Exotic [KOST15]. expander [Lev15]. CJS16, Chu15, Had17, Jin15, Moh16, expansions [BCKL17, LG18, dS19a]. NSCV16, dlCF16]. equivalent expected [DHLT19]. Explicit [BR16a, NS15a]. equivalently [dCdSA15]. [Ban16, BG15, EJ18, Guo19, SR18, DDL17, erasure [FJMP15, LS15c]. erasure-robust DSCD17, FKRS17, Nat19, Pud16]. [FJMP15]. erasures [CLS18]. ERES exponent [BS16b, HYY15, Iop18, OQ18]. [CKM16]. Ergodic [BBMP19]. Ergodicity Exponential [AMH11, HM17b, Tan19,

17 AGHN18, BDLM16, BMO15, CJB18, Dra18, [HRM18, Pet15, SWB19, TY15]. Faria Fis17, FL15, Obe16, PPZ19]. exponents [ACPR15]. Farkas’ [ANAPSR17]. exposed [Zha18a]. [CS15b, Alf15, CJ17c, DP15a, LX17]. expressed [DMQ19]. Expressing Farkas-typ e [LX17]. farthest [GMLT19]. [HLZ17, Hou20, Ste18]. Expressions Fast [LL16b, Miy15, BP19a, JKP16, KP19]. [CGMSR15]. Ext [CG19b]. extendability fat [KLY18]. FEAST [Yin19]. Feedback [BGdCCMSS17]. extendable [CRVSS19]. [DS19c, BR19, Bel16, NN19b]. Fejér Extended [Nie18, AG16, BW19, CEM19, [Chu16]. Ferrers [Bal15c, LCF19]. few LHC15, Nom16, Sch16, WHG17]. [JZ18, OQY17]. fewer [BF15]. Fibonacci Extending [JZC19, PP15, Shi16d]. [HHJM15]. fidelity [LPP15]. Fiedler extensible [dCdSA15]. Extension [Zha15b, [AB16, ARSB18, BDP+18b, DA19b, DA19c, ZH17, Ali20, CS17, DP15a, HAD19, LS18a, GP19a, LZ17b, PD17, RRS16]. Fiedler-like Nie19b, PQY15, Ric19, Row18, VGG17]. [AB16, BDP+18b, DA19c]. Field Extensions [HK19c, BZ16a, Bal17b, Bal18, Bie15, Cox15, [CTZ19, FSSW17, SST15, BBM16, EF17, FKS16, JSST16, JLDS18, LS15b, MM17b, EF19, KVP19, KSVW17, MM17b, NT19]. Pel17, Ram16, Sha16, Sin17, UG18, Van16b]. exterior [Mag16]. extinction [GCQX15]. fields [Bal19, BLdS16, BP19b, BC17a, Extracting [You15]. extraordinary Bre18, CM18, CFW15, CJK+16, HA15a, [FM19b]. Extrema [Nik15]. Extremal JKKL15, LS15b, Lie18, NT19, PW19, PW20, [AdlPR16, Kri15, RMS16, SUY16, BZ16c, RFPS18, Shi18a, SH15b, WG15]. fifteen BM19b, BDK+17a, GP19a, Hut17, LD16a, [HAWM16]. filiform WZ15]. Extremality [CLOK13, EF19, LMO16]. filling [GW16a, GW17a, GL19, Che19b]. [BGCMPB15]. Fillmore [Bor17]. filter Extremals [Ser15]. Extreme [CMV19, Van16a]. filtering [DLM15]. [HLM17, NAS18, Eve18, FL16, PP18]. filtration [FH19]. finding [RV18]. finitary Extremizing [Kal16]. [CDH18]. Finite [BGOY15, LZ15e, MS19, NINS16, Yan18, facets [AK17]. facially [Zha18a]. factor AMZ17, AKR15, AK16a, AK16b, Bal17b, [LZ17c, WFS19, Yor17]. factoring [FR18]. Bal18, Bal19, BLPT15, Bre18, CM18, factorisations [ABP15]. Factorization CDFK19, CW15a, Che15b, CJK+16, Cos19a, [CP17, Kur19, Mar16, AAG+18, Bot16b, DHLT19, Far16, Gol17, Gór17, HA15b, Bur15, Chu16, DEH16, LMS15, LWY16, IM19, JT18b, KKLP17, KT19, LS15b, LSM16, LSM18, MV16, SP16, ZSQZ19, LT16b, LH17, Lie18, LZ15d, Man19, MS17a, ZZC15]. Factorizations Mig16, OW17, Pan19b, PMB15, PS19e, [BJ16, Lev18, SG17a, AAC17, Hua15, LW15, PW19, PW20, QWW18, Ram16, RFPS18, SSV17, TVD15]. factors RE16, Row15, Sab19, SR18, Sha16, UZ19, [CQ15a, DS15, FR16, Ram17]. Failed UG18, VB18, Vir16, WG15, Wol18]. [AJPS16]. Failure [DPS19]. false [Shc16]. Finite-dimensional [LZ15e, Yan18, families [AN17, ABGJR+18, BmBCC17, AKR15, AK16a, AK16b, CDFK19, CW15a, BGCMASS19, CLHL15, CM19, DGGP18, Gol17, LT16b, OW17, RE16]. finite-time DR19, FJ19, FL15, GMO19, Hru16, Kol15, [PMB15, QWW18]. finite-valued LD17c]. family [APR+17, BCC+18, BS16e, [KKLP17]. Finiteness BH16b, CPS17, COS18, CMPZ18, ET18, [Egg15, Koz16, NW19]. Finsler [Cim15]. GSSvdD16, PRS19, SSH15, UWYY15]. Fan firing [BMZB18]. First [PM15b, BK17c,

18 Chu16, GHPS19, Hun18a, Kal16, KT17, CH19, CFW15, CW17, DV18, FJMP15, LDZ18, Lom17, OQY17, XWD18]. Fischer FJKM18, HJ19, HL17c, LS15c, MRS15, [CTZ19]. fitting [HPZ19, UM16]. five MBB+18, NAS18, RNC17, RGPH16, WO17, [HA16]. five-dimensional [HA16]. fixed Zas16]. framework [FM17, JLT17, OZ15b]. [CMQV16, DD18, FG17, JKS15, JKP16, frameworks [Alf15, KS15b]. Frechet KLL16, KKY16, NLW18, PS15, RR18a, [Eld15]. Free [BdlCL17, HNS15, KRZ+18, SJD16, You15]. fixed-point [FG17]. fixing Tan16a, ABM16, AL19b, CLR16, CD16d, [KLW15, KLW16, KLW18]. flag [BF19b]. GSZ16, Gho19, IKR16, JMRV16, Row16a, flags [Lax16]. Flanders [dSP16b]. Flat Shi15, Shi16g, ySpW17, SZ17, Zaj19]. [KY15, BBM16, JSST16, SS17a, WH19a]. Free-coordinate [KRZ+18]. Friedland flattenings [Hu15]. flow [Tsa16b]. Friedrichs [LMX19]. Frob enius [DvSW18, Li15b, MGM17, Per18]. flows [CLZ+16b, FK16, GH16a, LT19b, Mon19, [Ban16, HL17a, VG18]. fluctuations Tar18]. Frob enius-norm [CLZ+16b]. Fuc´ık [MNT19]. fluid [BDLM16]. forbidden [LN18]. Fueter [ACS19]. full [SZW16]. [FdFdSDV18, Yua14, Yua15, NY15]. forcing function [AB15b, AMZ16, AGHN18, BS18a, [AJPS16, FMY16, KL19a, Lin16a, Lin19, BGCMASS19, CFL16, CPW17, DS18b, TD15]. forest [JMPS18]. form DSX15, Hun18b, JCW19, Kli19, KMS16, [AEKP16, BBdH18, BLdS16, BTW16, KMMS19, Som17, TH16a]. Functional BGSS18, BD19, CS18b, Cus17, DEH16, [Ere16, Wan15b, Nev18, Wój19]. DFK+15, EG15, FM16, GLAdS19, Gir19, functionals GBRS15, IW15, IGW17, Joe16, Li15a, MN15, [Gir19, dSP19a, Pop16b, SST15, WH19b]. Miz16, Nom15b, PRS18, Rad17, Wój15]. Functions formal [CJS16, GPI18]. formalism [MN19b, AB16, AL18, AL19a, ACS19, [MdlP16]. formats [YLB15]. forms BKNS17, Bar17b, BBSS18, BGCMLSSS16, [AAdFS19, BS18b, CR19a, CG19b, CXLF16, BEKS17, Bil19, BS19c, BU18, CPZ16a, CNX17, CN17a, CFP18, CQS18, De 16b, ÇMP18, CR18b, CW18b, CRVSS19, CLP16, GKR16, GLW17, HSTW17, IKR16, LS15b, DR16, DDF18, DM15, FI19a, Fas19, Fay18, MN19b, Ota15, Tok17, dFRS16, dFFRS17]. FNX19, FKM17b, FKRS17, GS16, HM17a, formula [AM15b, ACM15, ALOR19, He16a, HNS15, Hia16a, Hil15, Hoa15, Hon18, BLdS16, BBM16, CDMP15, CHPW15, IHM08, JMRV16, JG17, JS18a, JLM18, DKSV19, Hil18, LMPM17]. formulae KM16, LT19a, MY16, MR17b, Mon19, [Ban16, OBRA15, XW16]. formulas NW15, Naj17, Nie19b, Pas18, RRT16, RV18, [CM17, CJB18]. formulation SR19, Sch16, Shi18a, dSN15, Skr17, SZ19, [HPZ18, HPZ19]. Forward SS15b, UUG15, Van16a, Vol17, Yam15]. [SSB15a, MP18, Per18, BCMASS15]. fundamental forward-backward [MP18]. found [AHV19, GZB19, lHS16, ZD15]. Further [BH16b]. foundations [Gar17]. four [AAG+18, BTN+18, DKPU18, LW15, [Ben18, BP19b, HH17, Pel17, TWR15, dlC15]. YHY15, ZM16]. Fuss [HS17]. fuzzy fourfolds [Jel18]. Fourier [BLdS16, KP19]. [MP15b]. Fox [KL18a]. Fractional [Mat15a, SKC18, RW16, ZH17]. Frame Gabidulin [TZ19]. Gabor [DV18]. [CC17a, CDFK19, LH17, BCKL17, LC19]. Gaddum [EA17, HL19a, LOS19]. gain framelets [AKPS19, KAPS20]. Frames [LWX17, Ref16]. Gale [RT16]. Galois [CLS18, AW15a, BGOY15, BFG+16, BF17b, [GL15b, GL15a]. game [GR15].

19 game-theoretic [GR15]. games RH15, Tsa16a, DGSV17, EHN16, FS17b, [GC19, Gow16, XvdBvdLS15]. gap FS19b, GT17, IKW16, KLL18, LPP15, [BGT+19, CCW16, Car17, Wol18, Zui17]. MHA18, Nob16, NK18, Pep17, Zou17, Zou19]. gaps [FCLP18]. Gau [CDR+19, Lee15b]. geometrical [Fli16]. geometries Gauss [BV18a]. Gaussian [ABP15, CD16a, Hor17, IM19]. Geometry [FL15, FI16, Hoo19, PCL15, PQY15, PZ17b, [AVAK´ +19, BPZ17, CRC17, Che15a, SH15b, Zim15]. gcd DvSW18, Fie15a, lHS16, Li15b, LM19, [AYK17, AKYD16, AYK17, GW19b, HT18a]. MHS15, Sar19]. geometry/trigonometry gcd-closed [AYK17]. Gelfand [FH19]. [CRC17]. gerechte [BL16]. Gersgorin General [DSCD17, FSW19, ABP15, [HW16]. Gershgorin [DeV19, Rum19]. BCM17, Bar17a, BBM16, CDR18, DL16, Gerstenhaber [HO15, dSP19b, dSP19c]. EH18, Hla15, KSMB15, KM18, Li15a, LX17, Ghorbani [Riz19]. ghost [ME15]. Gibbs Miz16, RH15, SK17a, SZB19, Uch15, wXL14, [RH15]. Gilmour [KO16].¨ girth wXZ19, ZLKB17]. Generalization [Fil18, LLT19]. give [Gal17]. given [DFKS17, Roo19, AOK19, BEF16, Hia16b, [BR16a, CJ17d, De 16b, DV19b, FdC15, HP15, KPRvdO16, Rao18, TW16, TG19, HLW15, HSS16a, IKVZ18, JL16a, Kal16, Vec16]. Generalizations [Liu16a, HS19a]. KT15, LdlP15, LLT19, MS16a, Mon17, Pas19, Generalized Ram17, SO16,¨ SUY16, TH17, WHG17, [BS18c, FT16, IK18, MT15, Zem16, ZZC15, WZL15, XSW19a, XWL17, XWD18]. glN AMPT16, AHV19, Bai18, BLdS16, Bar16a, [FH19]. Global BBS16b, CEM15a, CCW18, CK15a, CJ17c, [LM19, CJ16d, Est16, KH17, NT19]. CHT19, DA19b, DI16, DIPR18a, DIPR18b, globally [JCW19]. GLT [Bar17b]. GM Dra16a, DHW18, DGP+15, DM15, FuIKT16, [WQH19]. GM-switching [WQH19]. FGS+16, FM19a, FX19, GSSvdD16, GH16a, GMRES [DHW18]. Gohberg [XW16]. HAWM16, HPZ19, Hua19, IR19, JT18a, gons [VGG17]. Gorenstein [Jel18]. Grad JZZ18, KP17, Kim15b, Koo19, KSTY18, [Zha15a]. grade [DD18]. Graded KMM17, LJK16, LNT16b, LLPS19, LZ15e, [BY19, BFD18, BZ16a, BKRE18, CC16, Ma15, MW15, MLW15, MS17a, MS15b, CLOK13, CR15, LMO16, RZ17]. NN19a, Nie19b, Pep17, PF18, RD15, SMH19, graded-division [BKRE18]. gradient SR18, SR19, SB15, TZ19, WM17b, XSW19b, [KR17]. grading [Zue18]. Gradings XSW17, wXjMZL19, Yin19, YMZ19, ZH15, [CME18, KY17, RZ17, RE16, Zus17a]. graft dCdSA15, BS16f]. Generalizing [SP16]. [LZ16b]. grafting [HLSP17]. Gram generated [FM19a, Jia15, JLM18, Kan16, [CA19, GSZ16, Sei18, Sim19, Yas16]. Graph KS17, KLW15, MS19, Pas19]. generates [BK16, dSN15, YYMK17, ACT16, ARS16, [RS18]. Generating [Mon19, SO16,¨ AAMM18, AL15, AJPS16, AvdHS15, AGHN18, BN17, CN15, CN19b, Vij15]. ALOR19, AM16b, AM18, AB18, BDMB19, generation [RAAGA16]. generator Ben16, BPR17, BF15, CLT15, CD16b, [LMS16]. Generators Che18b, CLF18, CD16c, CGSZ16, COvdD16, [CS18b, Chi18, FH19]. Generic [DD17b, DHL+17, Dal19, DM16a, DMG17, DR18, DD18, Mor17, SS15a, BC15a, Bou15]. DT15, DHS18, EA17, FW17, GAP16, GP18, genericity [BGdCCMSS17]. geodesic GCP18, GK15, Gho16, GRV16, HHL19, [BHML15, STZ15]. geodesic-aﬃne HFS15, HZ17, JT17, JLDS18, Ken16, Kob17, [STZ15]. geodesics [WO17]. Geometric KMS16, KIS18, KMMS19, KLW15, KLW16, [BHML15, BC16b, HL17a, JS18b, KLL19, KLW18, KMM17, LOS19, LLL15, LL18b,

20 LWZ18, LHL18b, MWT16b, Mes17, Mig16, MM17a, Man19, MW15, MLW15, Mir18, MMS18, MM15b, MS16c, Mon17, NS15c, Moh16, Mol18a, MM16b, MK18, Mr´o16, Nik15, Nik16a, OS17, OP16b, Per18, PG15, MST15, Nik16a, Nik16c, Nik17c, NR18, Piv19, SW15, SAdFZ15, STW18, STW19, NLW18, NLWJ18, OQ18, Obo16, Obo19a, TNK16, TWR15, TW18a, VSV18, Wan15a, Obo19b, Obo19c, OL16, PP17a, PP17b, WM17a, WDV17, WH18, WYL19, WF19, Pan16a, PS19a, PS19b, PS17, PF18, PS15]. WWC18, XLLS18, ZG18, Zho17, ZWS18, graphs [QKP16, RFPS18, RFPS19, Ref16, vDS16]. Graphical [SFW18, FZL+17]. RS17a, RB16, RR18b, RMS16, RJK18, Graphs [Alf18b, BFM19, CRS15, LS15a, Row15, Row16a, Row16b, Row18, San15, MQTW18, TW17, dFNP16, AAB+16, San18, SS17a, See18, SMBDK16, SM16, AAG+19, AJO15, Abi19, AG15a, AyLPS18, SM18, SY15, SSF16, SS16, SZ17, Sim18, ASMN17a, ASMN17b, AHMM18, ABH+19, Sim19, SUY16, zSqST15, Sta19, SV17, TH17, AAS16, AAKS17, AT15, AAC+15, ACRR15, TFC19, TWM16, Tom15, TSH16, Urs18, AGRR16, APR+17, ARS17, ALMZ+19, VK19, WYLW17, WM17b, WW18, WWT18, AB17, Ash19, AH16, AP15b, ABK19, WQH19, WLWZ19, WZW19, WYL19, BBM19, BK15, Bah19, BM17b, BK17a, WZZ19, WZL15, WZ15, XS18, YCL17, BPP16, BPP17, BK18, BFW17, BS15c, YZLC18, Zaj19, ZLG15, ZW16, ZLG17, BP15, BSS16, BZ16c, BBC18, BCC+18, ZLS17, ZXW19, ZGW16, dS18a, dlPJG18]. BSMSZ19, BSP18, BK17c, BF15, BH16b, Grassmann [BA15, CG16, CG19a, CLLS19, CR17a, CR17b, CDR18, CPR18, CCdFV18, GGH15, Jen17, Pan16a, SY15]. CR19b, CLL15, CLZ16a, CL17a, Che19a, Grassmannians [BHML15, Pan16b, Pan17]. CLM19b, CFH19, CJKM19b, CJKM19a, Green [CEGM16, CEM15a, GJK18]. Grid CV18, CW16b, CGGV15, CJ17d, Dah15b, [CDRT17, KN16, OL16]. grids [Sar19]. Das15, DMT16, DMG16, DS17a, DGM+18, ground [LM19]. Group DG18, Das18, DHHZI19, DMS19, DLG16, [FJMP15, KY17, AMC18, ABP15, Bie15, DPR19, DBK17, DL16, DL15, DM15, ET16, BS19a, BJ15, CS19a, CFH19, CH19, CJ17b, EB17, EHHL17, EHLP18, ETF18, lFwW16, CS18b, DHS18, Gae16, GH15, He16b, HS17, FCL+16, FJT17, Fio16, FKD15, FSSW17, KLW15, KMM17, LH17, LMM+16, MBB+18, FSW19, FHJT19, GGH15, GH19, GSZ16]. MY19, PB16, Pop16a, RB16, Sri17, Van16b, graphs [GK15, Gho19, GHS16, GLW17, Wei17, WLH18, XW16, ZMT19]. Gre18, GJLS16, GRS17, GWL+18, GTL+18, group-subgroup [RB16]. GRS15, HKLQ16, HLSP17, HS19a, Her16, Group-theoretic [FJMP15]. groups Hey17, HXL19, HMT19, HLLZ17, HK19b, [AJ19, BD15a, BRN18, BMZB18, CLUP17, HHL15, HLW15, HSS16a, HSTW17, HH17, Che15b, CHK17, CW17, DF15, DF18, DH19, IM19, JTT15, JT18a, JZ18, JKP+17, Jør15, Far16, GG18, Gae16, GP19b, KMOR19, JMM16, JKS15, KM15b, KKY16, KM19, LMPM17, MS19, MOR16a, NT19, Oi19, Kol15, Koo19, KLY18, KSTY19, LJK16, Saw16, Sin17, TZ19, Zem16]. Grover LMT19, LMZRZ18, LZ15b, LM16b, LN17, [KSTY18, LT18]. Growth LS19, LZ15c, LwW16, LD16a, LWCS16, [AB19, CR15, bCR18, LHC15, RZ17]. LDZ18, LHX18, LXS18, LL15c, LHG15, Grundy [Lin19]. GTS [NS19]. guarantee LZ15d, aLwW15, LSX15, Liu17, LLS17a, [Lin16a]. guarantees [ZC15]. Guo LLS17b, LZSD17, LLZ17, LL18a, LZSD18, [AB15b, AMNR18, Rob19]. gyroscopic LLT19, LWX17, LHH17, LHL18a, MHL15, [CL15c]. MWT16a, Ma16, MG18a, Mac16, MMP16,

21 H [CS19b]. H-matrices [CS19b]. Hierarchical [DH15]. hierarchy [Ong18]. Haagerup [Ali20, HAD19]. Hadamard high [CS15a, GdLL17, KU16, Lom17, MH15, [FJS21, AMV17, BS15a, BGKP19, CM18, SSH15, TW18b, WZ17a]. high-dimensional DHW16, FJS17, GW16b, GX17, HL17b, [KU16]. Higham [Fis17]. Higher HW15b, Jai17, JKP+17, Kar16, LK16, NS17, [BBMFM17, AAS18, AMC18, BGV17, NW19, Pep17, RS17a, Roo19, RWH17, BBT15, CLUP17, CL16, Fre18, GH16b, TG19, Zha18c]. Hadamard-type [HW15b]. GS15, HMNP15, KKP19, LZ15a, SL16]. Hadamards [MB15]. Hajós [Jen17]. higher-dimensional [CL16]. higher-order Hajós-type [Jen17]. Half [GH16b, LZ15a, SL16]. Highly [CLM19a]. [EV15, YDYY18, AM19, CD16a, HT18b]. Higman [LMP+17]. Hilbert half-radial [HT18b]. half-spin [CD16a]. [AK19, BF18a, BCKL17, BSZ18, Bil19, halfspaces [SW16]. Halley [LG18]. CR19a, CGL16, DY15, GKR16, Jel18, Halmos [LMX19]. halves [Bar19]. LMX19, MS17a, MEMM17, OZ15b, Pan16b, Hamburger [CJ16b, HZC15]. Hamilton PCI15, Pop16a, Vir16, XF17]. Hilbertian [BBS16b, LN17]. Hamiltonian [BFA18, FG16, Zam19]. Hille [LSX15, LS18b, SS15c, ZG18, Zhu19]. [Bob16, CJRMF+15]. Hille-type [Bob16]. Hamiltonicity [Ben16]. hand [HPZ18]. Hilton [GLW17]. Hlawka [BS15d]. Hankel [Al’17, BS18a, CJ16b, CI15a, CI15b, Hoffman [KLY18, KSTY19]. hold DS19b, FM19a, HKM18, Xu16, Yur15]. [DV18, Wad18]. Hölder [Kal18, Zou19]. Hans [BMS16b]. hard Holomorphic [BGCMLSSS16, Bal17a, [BC17b, FS19a, RSS17]. HARDI [CS15a]. BGdCCMSS17, Bil19, FKM17b, Nev18]. Hardy homogeneous [AP15a, ANAPSR17, HJW19, Nun17]. [BB16b, IL17b, PC15, Vas15, Zue18]. harmonic [Vec16, Yam15, Yin19]. Harpe homology [BBMFM17, CCW18]. [Ali20, HAD19]. Haukkanen [AKYD16]. homomorphism [Jen17]. having [BK17a, BBH16, ET16, HLG15, homomorphisms IKVZ18, Nom15a, Nom15b]. Hecke [Rai19]. [GRV16, OP16b, dSP15, dSP16e]. Hedetniemi [KM19]. Heisenberg homotopies [BV18a]. homotopy [KL18b]. [LZ15e, Pop16a]. Helly [BJC15]. Hook [NS17, Sri17]. Hopf hemispaces [EHN16]. Herglotz [ACS19]. [BBdH16, BBdH18, MG18b]. Horizontal Hermite [CJB18]. Horn [Bar15, CW18a, DP15a]. [BDM18, ACDT+15, Joe16, PP18, Reb19]. Hou [Bah19]. Hourglass [Koz16]. Hermitian [ACM17, BSS18,´ BBGM16, Householder [RMP18]. HSS [Bai18]. Hua BBFF17, CG19a, CRC17, CLZ16a, CS18b, [lHS16, LZH16, Lin16b]. Hua-type [LZH16]. CQS18, FM16, GXYZ17, GMO19, Lau18, hulls [AMR19, KS15a]. Hurwitz LL15c, MNTX16, Moh16, Ore16a, Ore16b, [BS18a, Dya17, PM15a, Riv15b]. Sch16, SWZ18, TC15, Vec16, Yin19]. Hurwitz-type [BS18a]. Hyper [BT15]. Hermitian-adjacency [LL15c]. Hyper-ideals [BT15]. hyperbolic Hermitianity [HK19c]. Hermiticity [GT16, LP18, MHS15]. hyperbolical [BdP18a]. Heron [Hoa17]. Hessenberg [SO16].¨ hyperboloid [SO16].¨ hyperboloids [BR16b, DHW18, Mar16]. [Kim15a]. hypercube [Mir18]. Hessenberg-upper [DHW18]. Hessian Hypercubes [KHI16a, KHI16b]. [CPW17]. heterogeneous [Ruk15, Zha15c]. hyperdeterminant [YLB15]. hypergraph Hiai [Wad18]. hidden [DN16, LL16b]. [HQX15, Pea15]. hypergraphic

22 [CRRY15, CLR+18]. Hypergraphs [BdP18a]. implicit [CMV19, SNP16]. [Nik17b, BL18a, BCM17, CLN15, Duk12, imprecise [Sku17]. imprecision [Sku17]. Duk15, DR19, FuIKT16, FWB+19, FBH19, imprimitive [MP16c]. Imprimitivity JZZ18, KNY15, uIKF15, LZB18, LZ16a, [AGH17]. improve [AM16b]. Improved LZM16, LZW17, LZ17a, LKY16, LM16c, [Che18b, DM18, XL18, LLH17, Xu17b]. OQY17, RS17a, SY17, SZB19, XLQC16, Improving [OVW18]. incentive [LT19a]. YYQ19, YZL15, YQS16, ZLKB17]. incidence [AB18, CR18b, CDH18, IHM08, Hyperinvariant [AW15b, AW15a, FMM16]. Ma16, MMM19, WZZ19, ZK17]. including hypermatrices [Nik17a, Nik17b]. [Ern18, JLD17]. inclusion hypermatrix [GF17, Pea15]. hyperplane [BWSZ15b, BJLD17, DLB18, ELN18, [FGG+18]. hyperplanes [Pan15b]. LCL15, LL16a, XF17, YZL+19]. hyperpower [SSH15]. hypersurfaces incomplete [LSM18, Mic16, iT16, iT19]. [UM16]. hypertrees [GZ18, ZKSB17]. inconsistent [BW19]. increasing Hyponormality [Lee19a]. [CR19b, Gar17]. Indecomposable [CPS17]. indefinite [MV16, MSSZ17, ME15, NN19a, ideal [HR17, Pop16b, Ris16]. ideals SG17a, VK16]. independence [AKS17a, AKS17b, BT15, CKM19, HR17, [ACT16, JL16a, LL18a, ZLG17]. JLM18, KVV17, Ris16]. idempotence independent [bCR18, MC19, OL16, Vij15]. [LP15]. idempotent indeterminates [HZ15]. index [Bot16a, GT17, LP15, Ste18, TXZ18]. [AGH17, AMNR18, BOT19, CR19b, DG18, idempotents [AJL16, BES16]. DS19b, FW17, JDS17, Kim15b, LZ15b, Identifiability [Wan16b]. Identification LS19, LLZ17, LL18a, MMS18, NY15, NR18, [LPPZ19, Hoo19, NAS18]. identifications PS15, Rob19, SPBB19, SG16, Yua14, Yua15, [SBB15]. Identifiers [GZ19]. identifying ZW16, dFNP16, Rod19]. indexes [WWT18]. [BDMB19]. Identities [UG18, AGN18, indices [APR+17, DA19c, FGS+16, HLW15, BY19, BKNS18, BLdSV19, BV18b, CR15, HW15c, Pal16, Som17, SS17b]. induced Ere16, HHJM15, LMR16, TZK17, Wan15b]. [KSTY19, Mar18]. inductive [MHA18]. identity Inequalities [AMPT16, BaHOS15, LMS16, LLSX15, [BM19b, BJL19, CS19a, Cho17a, Cho17b, Rum18, RB19, Zha18b, dCdSA15, vWZ17]. HvdD16, AOK15, AO18, AKS17a, AKS17b, ifications [BR16a, DPV19, DDV16]. Ihara AN17, AK19, ANAPSR17, Bar17a, BS15d, [KMMS19, Som17]. II BLY16, BBP19, CPZ16a, CM16, DKS15, [dSP19c, AKS17a, BS16c, CJKM19b, CSJ16, DS15, GW18, GHK17, GLRT18, HRM18, DV19b, EHLP18, FKM17b, GH15, Hia16a, Hoa17, HWXC18, JM16, JLM18, Kal18, KLY18, Ore16b, PT19, She17]. III KMY15, KL17, KMS17a, Lin16b, Lék16, [AKS17b]. ILAS MN15, MRS15, MF16, NS17, Nie15a, Nie15b, [CFH+16, FLVV18, GPW15, GHPS19]. ill Reb19, Ric19, Sab15, Sab18, SMH19, SDK17, [BB18, NSCV16]. ill-posed [BB18]. She17, SWB19, TNK16, Uch15, Ulu19, Ilmonen [AKYD16]. image WDFS17, XCJ18, Zam19, Zha18c, Zha19a, [DDSC+16, PS16, Win16]. images [AEV15, Zou19]. inequality Fag19, LNT16a, Lau18, LT16b, MO16]. [Ali20, ACPR15, AP15a, BNST17, imaging [CS15a]. immanantal CJRMF+15, CPZ16b, CTZ19, CS17, CW15b, [NS17, NS19]. immanants [Tab16]. CJ16c, CJ16d, FS19b, GXYZ17, HAD19, Implementing [CG19a]. Implications Hay19, HL17b, IKW16, JZC19, LS18a,

23 Lin15c, Liu16a, Nun17, RRV15, Roo19, Li15a, LX17, Li19, MP15b, MP19, PM15a, RWH17, Wad18, Zha19b, Zou17]. Inertia PS18b, Rub19, wXjMZL19]. intervals [HT18a, NN19a, AvdHS15, AvdHS16, BS16a, [XL18]. intriguing [BM19a]. Introduction FW17, LS19, LLL15, LOvdD18, WWT18]. [Bru16a]. Invariance [AG17, BJ15]. inertias [BOvdD17, COvdD16]. inexact Invariant [CQ15a, ACRR15, AG15b, AG20, [BM17a]. Infimum [WLL19]. Infinite BBEE19, BB16a, CKL17, CFP18, CJW19, [BGdCCMSS17, DE15, ET18, MS17a, Min17, DG18, DH19, DS15, JLM18, KT17, KLL18, ABO15, AMZ17, Bie15, BS16e, CG19c, KMS17a, Lee19b, LP18, LNW17, MRS18, CJ17c, Dya17, Egg15, EGT15, HLZ17, Hou19, MOR16a, NINS16, NP15c, Ouy17, Ram17, Hou20, KL19b, LD17b, LMR16, MK18, Sab15, SK17a, SW16, WL15, Zha19b, NT19, Pan17, PMW19, PP15, PPZ19, SR18]. Zha15c, Zou19]. invariants infinite-by-infinite [Egg15]. [DS19c, GRV16, KLP18, Obe16]. Inverse Infinite-dimensional [BS16a, CS19b, CIY15, CNY18, ES16, HJ16, [Min17, CG19c, Pan17]. Infinitely [VB18]. HC15, HFS15, Wei15, ATM18, Ais18a, infinity [GS19b, LCWZ19]. Inflation Ais18b, AB18, BW16, BPP17, BFM19, [SZ17]. inflations [MM19a]. influence Bik19, BC17b, BC16b, CJ17a, CGMSR15, [BK17c]. information [DKS17, Mel19]. CGDM16, CL15c, CCO15, DHW18, EJ18, initial [MGM17]. injectivity [FMR19]. GMLdS16, Hoo19, JT18a, JMRV16, JP16, inner [AGQ19, AL19b, BEKS17, FZwCW16, JMP17, JP18, JS15, KB15, LDL18, FS19b, Mag16, MSSZ17, PP18, SG17a]. LCWZ19, LL16c, LMM+16, Ma15, MN15, inputs [LPPZ19]. insight [CQ15b]. MPS17, Miy15, MK18, NMBA19, Nor18, Instances [DK16]. instructional [Dog18]. QWW18, Rak17, SLY17, SW18b, Wei17, integer [Bor17, Mac16]. integers [San15]. XSW17, YWD16, ZC15, Zho17]. Integral [BK18, CFH19, San15, ALOR19, inverse-free [JMRV16]. Inverses Bal17a, Cal16, CDMP15, CS15a, CX17, [LL19, PP17a, WZ17b, BJKR17, BKNS18, CW16b, DN18, FdC15, HK19a, JKP16, BBH16, CFM16, DM18, Dra16a, ELN18, Mir18, Ota15, PS19a, San18, Wim16]. HWZ15, KC16, Niv15, OP16a, OP19b, integrality [DN18]. Integrally PSZ15, PCI15, PHW16, RD15, SR18, Shi17a, [MS16a, PS17]. integration SSH15, SZW16, XW16, ZMT19, ZZC15]. [BPT15, Van16a]. Integrators [AMH11]. inversion [EGT15, KP19]. Invertibility intercyclic [VV18]. interlaced [MM15b]. [PPZ19, DS19b, YYMK17]. invertible Interlacing [GMO19, DS15, Tya17]. [CS19a, CKT19, KKA15, LY17, Ore16a, International [GHPS19]. interplay [Pal16]. Ore16b, PS17]. investigation [GO18]. interpolants [ACDT+15, EG19]. involution [BLdSV19, UG18, ZZC15]. Interpolated [Sab15]. Interpolating involutions [AR18, BKRE18, GT16, HLZ17, [Zha19b, RV18]. Interpolation Hou19, Hou20, LMPM17, dlC15]. involutive [BDM18, AL18, HZC15, MM17c, Ste15]. [FKS16]. involutory [Kis15, XX12]. interpolational [UYY17]. interpretation involving [FKD15]. interpretations [LPP15]. [CGMSR15, Das18, FI19a, GHK17, HL17b, interrelations [Riv15b]. intersection KMS17a, Lin15a, SS17b, UWYY15]. Iowa [KKL+17, PRS19, SXD16]. intersections [GHPS19]. irrationals [OZ15a]. [RV18]. intertwiners [Ter17a]. irreducibility [GJ18]. irreducible intertwining [DSCD17, MMS16]. Interval [CHPW15, DDL17, DLB18, FBH19, KLS19a, [Mys16, RS18, WT18, Gho19, Hla15, HS19b, Kim15b, LLV15, LZ16c, MM17a, MP16c,

24 WFS19, Yan18]. irregular [NLWJ18]. Kaczmarz-type [OZ15b]. Kadison ISBN [Bar15, Bru16a, Tsa16b, Zha15a]. [Hou15]. Kalman [RRV15]. Kaplansky isoclinic [ET18]. Isometries [DK16, RY15]. Karaduman [CL15d]. [Hor17, Nag15, BMN16, BSZ18, BBMP19, Karcher [FS18b, LK16, SMH19]. Karlsson Bil19, BJ15, BKS15, BKPS17, Cha15, [MB15]. Karpelevic [JP17]. Kautz CGL16, FG16, GS17, GT16, GS15, MMS16, [Dal17b]. Keller [PC15]. Kemeny Mol18b, aHRT15]. isometry [Hun18b, MMM19, WDV17]. kernel [CCW16, FX19, GG18, Oi19]. Isomorphism [Pep17, Ram16, San18]. kernels [AG15b, [Pel17, ET16]. isomorphisms AG20, BGKP19, CJW19, GW19b, Pan19a]. [BFD18, GJK18, PR18a, STW19, Wan16c]. Kerov [GH15]. key [Hun16]. kind Isospectral [MGM17, BS18c, DT15]. [KT17, YMZ19]. Kirchhoff Isotonic [EE16, NN16]. Issue [DG18, MMS18, RFPS18, RFPS19]. [DLW15, BBF19]. Itô [WHG17]. Iterated Kirchhoffian [Pal16]. kissing [Che15a]. [Dal17a, BMZB18, Col19, GP19b]. iteration Kittaneh [Lin17b]. Kneading [ABO15]. [BB18, Lia17, RW16, RV18, XXZ16, ZZR15, Kneser [DHS18]. Knill [MB18]. SK17a]. iterations [SSH15]. Iterative Kogbetliantz [MH15]. Kolchin [KLS19b]. [CA18, FS19a, LC19, AL19b, Had17, RSS17]. Korea [CFH+16]. Korovkin [KNR18]. IV [HW16]. Iwasawa [Saw16]. Korovkin-type [KNR18]. Koteljanskii [JZC19]. Krawtchouk [HK19a]. Krein J [Dra16b, LCNZ19]. J. [Dra16b]. Jacobi [CMM19, GMP16a]. Kreiss [Rao18]. [AM15b, BW16, BM17a, BKNS18, HP15, Kronecker [BTW16, FS18a, FK18, GF17, KH17, SS15b, Wei15, WP17]. Jacobian HF18, Hil18, Lot15, PRS18]. Krylov [CA18, [KMM17, dB19b]. Jacobians BMS16a, CMV19, CS18a, Dax17, Sch16]. [YT16, YdB19]. James [AR15b, KL19b, kurtosis [Hür15, Lop17]. Kutta LLH17, PSG16, PSM18, PMW19, SPH15]. [BDDSC17]. Ky [HRM18, Pet15, TY15]. JB [BCP16, KLL17]. JB-algebras [KLL17]. Jensen [MPV16, Nie15a, Vir19]. Jersey Lagrange [CPW17, VT18]. Lam [GKR16]. [Bru16a, Tsa16b]. Jin [Bru16a]. Johnson Laman [KS15b]. Laplace [Bar15, CHJM18]. join [Reb19, Sch16, SY17]. Laplacian [CDR18, IHM08, IK18, Mat15c]. Joining [ASMN17a, GP18, LLS17a, ZL15a, [SNDM17]. Joint [BFA18, CM19, cSfCfX15, ABC+16a, AA19, ARR18, AG15a, AMC18, ACM17, BF18a, CL19, GMW18, ASMN17b, ACPR15, ACRR15, AGRR16, KS15b, Lau18, Pep17, SWZ18]. Jointly ADLR19, ARSB18, AH16, BK16, BS17, [Vir19, Alf18a]. Jordan BS15c, BZ16c, BBC18, BCC+18, BDVRT15, [AEKP16, ALH15, AA17, Bal15b, BLdS16, BH16b, CR17b, CCdFV18, CD16b, CX17, BLPT15, Ben15, BM15, GLAdS19, GW17a, CLR+18, Che18b, CLF18, Che19a, Dah15b, Gow17, GJ18, HA16, IKVZ18, JG16, JG17, DdSJdFDV15, Das15, DMT16, DM16a, KS15a, KVP19, KSTX15, KY17, LNW17, DS17a, DG18, DV19a, DL16, EHHL17, MO16, MP16b, MN19b, MMR18, Pet15, EHLP18, lFwW16, FuIKT16, FWB+19, Rad17, TW16, YL17]. July [GHPS19]. just FdFdSDV18, GAP16, GCP18, Gho16, [Row16b]. GRS17, HvD18, HT17, HQX15, HL19a, JMM16, LZ15b, LZ15c, LwW16, LD16a, Kac [Fik18, FM19b, FH19, Sin17]. LWCS16, LZ16b, LZW17, LDZ18, LLS17b, Kaczmarz [BW18, BW19, NZZ15, OZ15b]. LLZ17, LL18a, LHH17, MQTW18, MMM19,

25 NS19, NLWJ18, Obo19c, Ost15, PG15, SW15, lexicographic [WW18]. LFED [Zha17]. STW18, STW19, SV17, TWR15, TWM16, Lidskii [MRS15, MRS18]. Lie TW18a, WH18, WZZ19, WZL15, XSW19a, [ABM18, AEV15, AKR15, AK16a, AK16b, XS18, YG15, YQS16, Yua16, ZL15b, ZW16]. BC15a, BdlCL17, BCS15, BCS16, BP19b, Laplacian-energy-like [DG18]. CCiT18, CPS17, CCW18, CW15a, CL15a, Laplacians Chi18, Cos19a, CLP16, Der19, DR17, EF17, [FCLP18, MM19b, NS17, Nag19, SCD17]. EF19, FKPS18, GPI18, HAM16, Hol16, Large [BDFR15, dSP16c, dSP16d, BW19, HZ19, HK17, KLS19b, LL19, LZ16c, LZ17c, BGM+19, BB16a, BDLM16, CR18a, EM17, LGZ18, PR19, RZ17, Saw16, Wan16c, HK18a, Jia15, LMS15, MNT19, PS19d, WZ17b, ZK17, Zus17b, vWZ17]. Lieb VHB18, Yin18]. large-scale [Bek16, FS17b, Hua19]. lifts [CV17]. like [BB16a, EM17, HK18a, LMS15]. larger [AB16, BDP+18b, CCGO17, DG18, DA19c, [YSS16]. largest [ABH+19, AB15a, BK17c, DF15, DF18, LWY16, LZSD17, LZSD18, Che19a, CLM19b, DMS19, lFwW16, Mel16b, Nie15b, RW16, VK16, Zhe19]. FuIKT16, HQX15, Kim15b, Lin15a, LDZ18, likelihood [Ruk15]. Lim [DDF17a]. limit MHL15, McK18, MNT19, Obo16, OQY17, [Ban16, LMM+16, Yin18]. limited [EM17]. SAdFZ15, Sta19, TW18a, XWD18, YQS16]. limited-memory [EM17]. Limiting lasso [WLH18]. latin [War17, Shi18c]. [Tab16, CG15]. limits lattice [EHLP18, Joe16, MMR16, MMR17, [Bik19, Ege16, Nat19, PR18b]. Line MMR18, WDFS17, YDYY18]. Lattices [Her16, ALMZ+19, CG19a, DF16, Dal17a, [BFG+16, BF17b, Bie15, LM17, MdlP16, DMG16, DM16a, FdC15, GCP18, Gre18, Str18, Yam15]. Laurent [Che18a]. law HS19a, LMZRZ18, MST15, Ref16]. [PCI15, XSW17, dCdSA15]. laws [NN19a]. line-Hermitian [CG19a]. Linear Lax [AS17]. Layout [RR18b]. LCM [AMR19, ASMN17a, Ali20, Ano16a, AG20, [AYK17, HT18a]. leading [De 16b, HJ16]. Bal15a, Bal15c, Bal18, BR19, BTW16, learning [SH15b]. least BMVW16, BF17b, BO17, CC17b, CR18b, [BZ16c, BBC18, CGDM16, CKM16, CGM17, Dog18, Duk15, EKSV18, EP18a, FJS21, CRS15, DS18b, Eld15, GRS17, HK18a, FL15, GP18, GWL+18, GJK18, GHPS19, JKS15, KL15, KLY18, LM16b, LC19, LHC15, HF18, Hou20, HSS16b, KAPS20, KS19, NZZ15, SZ17, UM16, WZL15, Yas16, ZG18]. KHI16a, LMO16, LM16a, Lau18, LT16a, Lee [Mor16b, SSS15, TZK17]. Left LLS17a, LZSD18, LD16b, LD17b, MRV15, [Dra16a, HW16, Lie18]. Legendre [Reb19]. Nom15c, PW20, Pud16, RB19, SM18, Leibniz XFZD17, Yua15, ZL15a, dCDFK18, dS19a, [LMO16, CC16, CLOK13, CILL16, KKO15]. ABP15, AAdFS19, AJ19, AKM17,´ ABO15, lemma ANAPSR17, ABGJR+18, AW15b, BW19, [Alf15, CS15b, CJ17c, DP15a, Lev15, Cim15]. Bal15b, BP16a, BLPT15, Bel16, BF17a, Length BGCMASS19, BS16c, BRN18, BM17c, BL19, [GMM19, WZW19, DF15, DF18, LMS16]. BMO15, CEM15a, CVV19, CNX17, CJ16c, Lengths [GMM16]. Leonard CJ16d, CJ17c, COS18, CFNP17, Cus17, [AC15, HLG15, LHG15, Nom15a, Nom15b, DGCC16, DGGP18, DS18b, DdFR16, NT17, SGH16, Ter17a, WHG17]. Leslie DU16a, DN16, DN18, DdC16, EE16, Ema18, [Ben18]. less [FZwCW16]. Leuven EJ19, FM17, FHS17b, FKPS18, GM15, [FLVV18]. level GSP16, GC19, GR15, Gow16, Grc18]. linear [KRZ+17, MP18, WQH19, Zas16]. [GBRS15, GHT16, Hla15, HR16, HS19b,

26 Hoo19, HM17b, KL18a, KKA15, Kis15, look-ahead [UZ19]. loop KO16,¨ LNT16a, LPPZ19, Lee19b, Li15a, [BGM+19, BBGM16, GSZ16, SZ17, Zaj19]. LX17, LLL17, Li19, LS18b, Lom17, Mar18, loop-free [GSZ16, SZ17, Zaj19]. loops MSSZ17, MMR16, NA15, NN19b, NINS16, [AvdHS15, AvdHS16, GPI18, Sim19]. loose NT19, NP15a, Nie15b, Obe16, Olk15, OK18,¨ [Xu17a]. loose-coherent [Xu17a]. Lorentz PSG16, PSM18, dSP19a, PMB15, Ram17, [Bal15a, HC19]. losing [BdP18a]. Lovász RJK18, RH15, RT16, RW17, SFW18, SR18, [OP15]. Low SNP16, SDK17, SK17b, SSS15, Shi16b, [BA15, GS19b, RSS17, BB16a, BR16b, Shi16c, Sug17, SS15c, TZK17, TXZ18, CCO15, FS19a, GH17, HKM18, lHS16, KU16, VGG17, VF17, VG18, Wan16b, WZL17, MS19, Mor17, OVW18, PQY15, RGPH16]. WT18, WLL19, Wan19, Wój19, XX12, low-dimensional [BB16a]. Low-rank wXL14, XvdBvdLS15, wXZ19, YLT16, Yin18, [BA15, GS19b, FS19a, GH17, KU16, Mor17, ZD15, ZZR15, ZC15, ZH17, ZLQ16, Zhu19]. PQY15]. Lower [AR16, AP15a, CLL15, linearization [BSS18,´ VT18]. DTZ16, TWM16, WWC18, AL15, ARS17, Linearizations AdFRR18, Bal15c, CR19b, HW15b, Mor17, [MP16a, PM18, AB16, BDFR15, BBFF17, Obo19b, SP16, ACRR15]. CCGV+19, DA19a, DMQ19, FS17a, NP15b]. lower-upper-lower [SP16]. Lowering linearly [Mar15a, MC19, Vij15]. lines [Ter15]. Lowering-raising [Ter15]. Löwner [CGSZ16]. Liouville [GM16a, YSZ17]. [Pas18]. LS [MVPST19]. LS-category Lipschitz [MVPST19]. LSMR [HKP17]. LSQR [AAdFS19, BP16a, BZ16b, GMW18, Oi19]. [CN19a, HKP17]. Lur’e [SL16]. Lvov list [HMPT18]. lists [DK16]. Lyapunov [AMR18, BCJ+16, JZ18, MAR17, MN19a]. [eFLYL15, Gór17, GX16, GX17, GX19]. Littlewood [AP15a, ANAPSR17, Nun17]. LNED [Zha17]. load [Zha15c]. Local MacWilliams [TZK17]. made [Kal16]. [AKR15, AK16a, AK16b, AA17, CW15a, magic [JKKL15, War17]. magnetic CL15a, Cos19a, CDH18, LZ17c, MRS18, [FCLP18]. main [HKLQ16, HHL15]. AAM15, ABM18, AVAK´ +19, BM17a, BE15, maintaining [MGM17]. Majorization Ben15, BM15, BL18c, BCP16, CP16a, [DGS18, Fie15a, Nie15a, AGS17, Dah15b, CJ16c, Cos16a, CS18b, CQS18, EJ17, EG15, EE15, EM15, Gow17, Hia16b, Hia19, Lin15c, Est16, HLM17, NT19, NP15a]. local-global Lju15, LD16b, LD17b, NA15, Obo19a, [NT19]. Localization Obo19c, PP15, XF17]. majorizations [BM18, BM16a, LJL16, Mel19, NN19a]. [HL18, LS18a]. majorizing [Sab19]. localizations [SKC18]. locally Malcev [HAM16]. manifold [AW15b, Beh17, Bik19, Che18a, DF16, [BA15, DH15, DSX15]. manifolds [BC19a]. Man19, TXZ18]. location [AAS16, FHJT19]. map [BP16a, Dym16, MPS17]. mapping loci [BBT15]. locus [Jel18]. Log [Cus17, GMLdS16, Tsa16a]. mappings [AGS17, HL18, Hia19, BDK+17b, Hia16b, [AAdFS19, BMGP15, CC17b, DGK+17, LS18a, Min17]. Log-Determinant [Min17]. DKS15, DdFR16, FJ17, FJM18, eFLYL15, Log-majorization [AGS17, Hia19, Hia16b]. FHS17b, MSSZ17, Wój19, WMC15, Zha18b]. Log-majorizations [HL18, LS18a]. Maps logarithm [Miy19]. logarithmic [BES16]. [AAM15, BE15, BM15, KP17, MPV16, Pet15, logarithms [BNST17]. logistic [KM18]. ZH15, AKS17a, AKS17b, BS16c, Bou16b, lollipop [BP15]. long [GH19]. look [UZ19]. BL18c, BL19, CP16a, CHK19, CKL17,

27 CKT19, COS18, Cos16a, Cos16b, Cos19b, CJB18, CS18a, CK19, CN17a, CN17b, CN18, DdC16, EJ17, EP18a, FMR19, Gow17, HF18, Cho17b, CKT19, CS15b, CHB15, Chu19, HYH15, HLS+16, KVP19, LT12, LT16a, CI15a, CI15b, Chu15, CM19, CD16c, LT16b, LY17, MR17a, Mar18, MS16b, CW16a, Cos16a, Cos16b, CJW19, CLP16, MM17c, Nie15b, Oi19, Ong18, PC15, QH15, CLS17, DD17a, Dah15a, DA19a, DA19c, SDK17, SK17b, STZ15, Vir16, XFZD17, DB19a, Dax17, DDCY17, DeV19, DD16a, YT16, YdB19, YLT16, YL17, dB19b]. DD19, DAG16, DEH16, DDF17b, DFK+15, Mardia [Hür15]. marked [CFP18]. Dmy16, Dmy19, DO16, DL16, DMQ19, Markham [LZ17b]. Markov DM18, DdF15, DE15, DN16, DdC16, DS17b, [BPZ17, BK17c, BCF+18, CLR19, Cho19, DU16b, DKPU18, DHW16, Dya17, ELN18, GZB19, Hun16, Hun18a, Hun18b, JLT17, Ege16, Egg15, EHK16, EM16, Ern18, EGT15, LZ15a, Mas17, Reb19, SY16a, Sab19, Sku17, ET18, EW19, Fag19, FOvdD16, Far19, FT16, SH15b, VB18, Vas15, WC15]. Markovian FMR19, FdC15, FM19a, Fie15b, FGH+15, [GCQX15]. mass [HZC15]. matchable FM16, Fik18, FM19b, FI16, FKM17a, FR15, [AJ19]. matching FR18, GG18, GSW16, GSSvdD16]. [Ash19, HHL19, MWT16b, TH17, TWM16, matrices TW18a, WWC18]. matchings [Gar17, GW16b, GWW16, GL19, GXYZ17, [Mes17, MM16b, TD15, YG15]. mates GH17, GIM16, GM16b, GT17, GMP16c, [CHJM18]. Math. [Zha15a]. GW19b, GHT16, GHK17, GLRT18, GL15b, Mathematical [Zha15a]. Mathematics GL15a, GL16, GMM16, GS16, GJK18, [Bru16a]. Matic [Zha15b]. Matrices GT18, GMM19, HS18, HKM18, HvdD16, [AR15a, Bre18, CLST18, CSJ16, GS17, HT18a, HAWM16, HS17, HJW19, HL17a, GdLL17, Hil17a, LdlP15, RFPS18, AMR+16, HJ16, Hil17b, HW15b, HP15, HT18b, Hon18, AOK15, AM19, AAS18, ATM18, AG17, HLZ17, Hou19, Hou20, Hru16, HWZ15, AMR19, AJL16, AK19, Alf18a, APS18, Hua15, HSS16b, lHS16, HNR16, HLS+16, ANP16, Alo15, AKYD16, AYK17, ACM17, Hua19, HL19b, Hür15, HK18b, IKVZ18, AMZ16, AdF19, ARS17, AMNR18, AMR18, IW15, IHM08, IK18, IKW16, Jai17, JT18b, AMG19, APT17, AGV18, ABK19, AL19b, JS16, Jia15, Jin15, JSST16, JZ16, JT17, BJ16, BW16, Bai18, BFFN16, BM18, Bal15a, JZ18, KLS19a, Kan16, KS17, Kar16, KLP18, Bal15c, Bal17b, Bal18, BM16a, BS15a, BK19, KKL+17, Kim15b, KL15, KLL16, KK18, BBdH16, BBdH18, BDDO16, BP16b, BBH16, KLL19, KQZ16, Kis15, KL17, KM16, Kob17, Bar16b, BGS15, BGM+19, BF18b, BF19a, KLS19b, KK17, KY17, KH17, Koz16, Kur19, BSS18,´ BM19b, BE15, BN17, Ben18, Ber17, Kus15, Kus16, LL17, Lau18, LLPS19, BS16c, BJL19, BC19a, Bie15, BDLM16, Lee15b, LP15, Lee15c, LL19, LT16b, LZH16, BR16b, BBGM16, BBC+15, BDS15, BC17a, LDL18, LCWZ19, Lia17, Lie18, Lin15b]. Bor17, BC19b, Bot16a, Bot16b, Bou16b, matrices [Lin16b, Lin17a, LZ17b, LL15c, BM15, BC15b, BSS17, BGSS18, BHSS18, Liu15, LY17, LT19b, Lék16, LS17b, LSM16, BS16f, BM16b, BaHOS15, Bri17, BCU15, LSM18, LMR16, Lyn15, MO16, MY16, BGGS16, BD19, BR18, BO15,´ BO17, Bur15, MM19a, MS16a, MAR17, MS15a, MM16a, BV18b, CCiT18, CRX15, CU18]. matrices MMP17, MMV19, Mar16, Mar15a, MV16, [CC19, CDR18, CEM15a, CR19b, CLR19, Mat15b, Mat15c, MP16b, MP16c, MN19a, CPZ16a, CGMSR15, CM18, CHK19, CR18a, MNT19, MN19b, Mol18a, MS15b, MPV16, Cha19, bCR18, CRC17, CS19a, CS19b, MM15b, Mor17, ME15, MMW17, MHN18, CLW15, CXLF16, CIY15, CL17b, CKS16, MP15b, MP19, NMBA19, NS15c, Ngu18,

28 NW19, Nie19c, Nik16a, NA17, Niv15, Nob16, Cos19b, CHT19, DGS18, DdSJdFDV15, NK18, NSCV16, OW17, OVW18, OS17, DA19b, DI16, DDL17, DDMP19, DR16, OP16a, Ore16a, Ore16b, OP19b, Ost15, DKS15, DHLT19, DF15, DF18, DPR19]. OBRA15, PSZ15, PT19, PS18a, Pas19, matrix [DD17b, DFKS17, Dmy17, DD18, PM15a, PCI15, dSP16a, dSP16c, dSP16d, Dod16, Dod17, DKNS16, DPS19, DU16a, dSP16e, PM15b, PS19d, PR19, PS16, PS18b, DPV19, DE15, DvSW18, EKSV14, EKSV18, PP18, PHW16, PW19, PW20, RS17a, EEV17, EH15, EJ18, Ere16, FI19a, Fas19, RS17b, Ris16, Riz19, Rob19, RAAGA16, FS17a, FS18a, FS17b, FdC18, FMM16, Roh18, RS18, Rub19, Sal16, SSCS16, SR19, Fis17, FHS17a, FK16, FKM17b, FKRS17, Sch16, SK17a, Ser16, SA17, Sha16, SK17b]. FX19, FKS16, GGMPC15, GW16a, GW17a, matrices [She17, Shi16e, Shi18a, SSV17, GWW19b, GWW19a, Gil16, GS19b, Gol16, SCD17, SH15b, SS18, SB18, SUY16, Sol18b, dMGC19, Guo19, GLMS18, HLPS19, Hay19, SW18a, Sot17, SJS15, SS15b, SV17, Ste18, He16a, HAWM16, HNS15, HR17, Hia16a, SSB15b, SSB15a, SG17a, STZ15, SWZ18, Hir18, Hoa17, HC15, HFS15, Hu15, HNR16, TH16b, Tan16b, Tan19, Tar18, TS18, HN18, Huh15, Hut17, JMRV16, JLD17, DDMV16, Ter18, TW18b, Tsa16a, TW19, JLDS18, JCW19, Kal18, KS15a, KM15b, TCD15, TC15, TG19, Ulu19, UG18, VB18, KK18, Kis15, Kli19, KPL18, KIS18, KT15, VQ17, VQ19, VV18, Vec16, VHB18, KB15, KMOR19, LMS16, LMS15, Lee15a, VLGS15, VB19, Wan15a, WLP16, WQH19, Lee19a, Lev15, Li15b, LWY16, LM19, WLL19, WZ17b, WMC15, WHC17, XW16, LLSX15, LLL15, Lin16b, LdlP15, LW15, XX12, wXL14, XFZD17, XSW17, wXZ19, LLH17, Lop17, LG18, LMPM17, Mac16, Yan16, YDHX18, Yin18, Yor17, YZZ18, Mac18, MP16a, MR17a, MI17, MR17b, ZS17, Zha18c, ZMT19, Zha19a, ZLLL18, MOR16a, Mat15a, MP17, MNTX16, Mel15]. Zhe19, ZM16, ZF15, Zim15, dCFF17, matrix dlCMP15, dlCMP17a, dlCG18, Tsa16b]. [Mel16a, Mes17, MR19, MRV15, Mig16, matricial [FKM17a, FKM17b, FKMS18, Miy15, Miy19, MGM17, Mon17, Mys16, HZC15, JP17, ZHC16]. Matrix NS15a, Nev18, NP15b, NR16b, OZ15a, [AMH11, BLdSV19, Bru16a, BPT15, Che18d, Pan15a, PRS19, Pas18, dSP15, dSP19a, CP17, DKS17, Eve18, He15, KM15a, MN15, PM18, PPZ19, QWW18, RRT16, Rin17, MHA18, MP16c, Nat19, PW18, PV17, Riv15a, Riv15b, RMP18, Rum18, RB19, Rao18, ZSQZ19, Zhe19, AMR+16, ARS16, Sab16, SR19, Sas18, Shi16f, Shi18b, SO16,¨ AG17, ARR18, ASMN17a, ASMN17b, SZ19, STW18, STW19, SS19, Tab16, TY15, Ais18a, AGH17, ABG16a, AGS17, AGN18, TW17, Tom15, TVD15, iT16, iT19, UZ19, AB16, Al’17, AB15a, AMZ17, ADW19, WYL15, Wei15, Wim16, WC15, XSW19b, ABD19, AL16, ACDT+15, ABK19, AA17, XXZ16, XX12, wXL14, XvdBvdLS15, Xu17b, AB18, BR15, BmBCC17, BS15b, BS16a, wXZ19, Yas16, Ye17, YYSX19, You15, BES16, BDG15, BB18, Beh17, BGKP19, YWD16, ZD16a, ZD16b, Zho17, dCDFK17, Ben15, BGT+19, Ber18, BLY16, BR16a, dCDFK18, dlC15, dlCF16, dlCMP17a, BHK16, BFD18, BHP17, BA15, Bou15, dlCdR17, vWZ17, MM19b, Bar15, Zha15a]. BDK+17b, BC16b, BaHOS15, BS19c, matrix-products [BR15]. Matrix-tree BDFR15, B¨un17, BR17, CL19, Cal16, CJ17a, [BPT15]. matrix-valued [FKM17b, Lee19a]. CG15, Cha15, CCGV+19, CLT15, CMQV16, matrix-variate [Mat15a, MP17]. Matroid CPW17, CLR+18, CLM19a, CJ15, CA19, [GRV16]. matroids [MFdM15, Pea15]. Max CJ16b, CS17, CYD19, Cim15, CDTZ15, [Hoo15, Hoo19, Nik16b, EHN16, GMW18,

29 Li19, MP15a, Mys16, MP19, PS18b, RLP19, BV18a, CVV19, CGSC19, CP16b, Cox15, Ser15, Shi16b, WT18, ZD15, vDS16]. max- CFNP17, Fas19, FT18, FG17, GH16a, [vDS16]. max-algebra [PS18b]. max-min Guo19, HK18a, Her16, KR17, KH17, [MP19]. Max-plus [Hoo15, Hoo19, EHN16, KPRvdO16, KL18b, MLW15, MH15, MP18, Li19, Mys16, RLP19, WT18, ZD15]. NZZ15, Pas19, RW16, Sch16, WP17, XXZ16, Maxima [NY15, Yua14, Yua15, dFNP16]. wXL14, wXZ19, ZLQ16, SK17a]. methods Maximal [BR18, DO16, Mes17, NS15c, [AL19b, BT17a, BFM19, BHK16, CDRT17, dCDFK17, dCDFK18, CRVSS19, DMS19, DU16a, G´or17, Had17, HS19b, JKP16, LG18, DF15, DF18, EEV17, GH16a, LZ15b, LNT16c, Nik17a, OZ15b, PS19d, PW18, LCNZ19, PS15, Ter18, ZHC16]. maximality RR18a, SLY17, VK16, Zas16, ZZR15, Zhe19]. [HT17]. maximally [GW19a, Poo15]. metric [CPZ16a, LCF19, Wol18]. maximized [dSN15]. maximizers [LT19a]. metric-preserving [CPZ16a]. metrics Maximizing [Ber17]. Metzler [Bri17]. Milner [GLW17]. [EH15, GRS17, HSS16a, Kol15, NLW18]. min [MP19]. Minimal [Dod17, IKR16, maximum Ple17, dCFF17, BR19, BSP18, BDP+18b, [BWSZ15a, CU18, CC18, De 16b, DdF15, CR18a, DA19b, DA19a, DA19c, VD18, FdC18, HZC15, HLW15, HW15c, HZ15, DPV19, DV19b, DL15, GLMPC18, dMGC19, IKVZ18, LMZRZ18, LLS17a, LLS17b, MO18, HM17a, LWC18, LCNZ19, MM15a, OQ18, OS17, VQ17, XWL17, ZW16, ZWS18]. OS17, SP16, SS17b, DDMV16, DDV16]. maximum-volume [MO18]. Maxwell minimally [FGS+16, SG16]. Minimising [KS15b]. Mazur [WH19a]. MB [LQL15]. [BK17c]. minimization [CDTZ15, LC19]. MB-tensors [LQL15]. MCMC [BL15]. minimize [JKS15]. minimizing MCMC-based [BL15]. mean [BBC18, DSX15, LS15a]. Minimum [BHML15, BJL19, BK17c, FS18b, FS19b, [BWSZ15a, CG16, FGG+18, HLPS19, PF18, HL17a, Hoa17, Hun18a, IKW16, KL15, AAG+19, Cos16b, DM16b, GS19a, KLL16, KLL19, Nob16, NK18, Pep17, HWXC18, JLDS18, LOS19, MS16b, NS18, SMH19, Zou17, Zou19]. means NA17, NLW18, SWB19, ZM16]. Miniversal [BLY16, DKS17, DDF17b, DU16a, FS17b, [Dmy16, Dmy19, BSS17]. Minkowski Han19b, HK17, KK18, KLL18, LK16, [Hor17, JM16, Liu16a]. minor MHA18, Mol19, Sab16, UWYY15, UYY17]. [Bil19, Nik17c, RKT15]. minors measurable [Bar17b, CRVSS19]. measure [BS16e, BC15b, SUY16, dCdSA15]. minus [BSS18,´ DP15a]. measure-extension [DFM17]. minuscule [MM15a]. Miroslav [DP15a]. measurement [Ema18]. [RRS16]. MISO [BPZ17]. missing measures [ACM17, AM16b, BFM19, [Dal19, JZ18]. Mitra [Rak17]. Mixed HZC15, KL15, MS15a, MS15b, dlPJG18]. [DS18b, MP18, WYLW17, ARS16, AM15b, mechanical [BTN+18]. mechanics Bar16b, CLZ16a, CP16b, De 16a, FKD15, [BdP18a]. median [YYMK17]. meet Gow16, HLLZ17, KO16,¨ LL15c, Moh16, [IHM08, IK18, Mat15c]. meeting [FLVV18]. OK18,¨ RH15, Wan16b, WLWZ19, Wei15]. Melbourne [Bar15]. memory [EM17]. mixing [Lev15]. Mn [COS18]. Mn2 Mercer [Nie15a]. Merging [MR17a]. [COS18]. M¨obius Merikoski [AKYD16]. Mertens [Bur18, CR18b, DGSV17, HM16]. mock [CK19, Kli19]. Metcalf [MF16]. method [Zus17b]. mock-Lie [Zus17b]. modalities [ATM18, BM17a, BW18, BW19, BFN15, [Dog18]. Model BB18, BKLP16, BSS18,´ BMS16a, Bel16, [WLH18, BFFN16, BCMASS15, HvdD16,

30 KM18, LHC15, Mar15b]. models multi-hypergraphs [XLQC16]. [DV18, Ema18, FL15, GH16b, HPZ19, KO16,¨ multi-level [Zas16]. multigraph [McK18]. OK18,¨ QWW18, RH15, Ruk15, SNDM17, multigraphs [Gu16, O16]. Multigrid Wan16b, Zha15c]. moderate [ET16]. [CDRT17, BDDSC17, BHK16]. Multilinear modifications [SSB15a]. modified [AL19b, [Ano16a, BMVW16, CW16a, BT15, BM17c, CLLS19, JM16, JLM18, wXL14, wXZ19]. CR19a, DGK+17, DKS15, DK16, Fag19, Modular [HMS17, SY15, Shi16a, TC15]. LT16b, Pop16b]. multiparameter [HY18]. modularity [BBC+15, FT16, FT18]. multipartite [BK18, BSMSZ19, HK19b, module [CD16d, Gua18, IKR16, LT12, Obo19a, Obo19c, WYL19]. multiple LT16a, LMX19, Shi16g]. Modules [Ais18b, AM15b, BBT15, BDK+17a, [HCS17, CPS17, Gon15, LZ16c, LZ15e, BTN+18, CDMP15, CKM16, DKSV19, MM17a, MEMM17, XF17, Yan18, dSRST17]. LPPZ19, NSCV16, PM15b]. multiplication moduli [AGS17, Pie18]. modulus [Beh17, CYD19, DK18]. Multiplicative [Cos16b, MS16b, XXZ16, wXL14, wXZ19, [CGDM16, CL16, MRS15, XSW17, CJZ18, ZZR15, ZLQ16]. modulus-based Hil15, Hil17a, MI16]. Multiplicatively [XXZ16, wXL14, wXZ19, ZZR15]. Mohy [BL18c]. multiplicativity [San15]. [Fis17]. moment Multiplicities [FdFdSDV18, Piv19]. [CIY15, CJ16b, DE15, EGT15, FKM17a, Multiplicity FKM17b, FKMS18, HZC15, LM17, Lop15, [JZ18, ARSB18, BK15, BK16, BCJ+16, PS19e, Riv15a, ZHC16]. moments [Lék16]. CR17a, CPR18, ET16, JDS17, JLDS18, monic [CK15a, FK16]. monoid JST19, LHH17, MQTW18, OS17, Row16a]. [CDG16, CLR16]. monomers [NS15a]. Multipliers [JC18, LH17, PQY15]. monomial [Lax16]. Monotone multisplitting [ZZR15]. Multivariate [Sch16, BU18, DDF18, Hoa15, JS18a, Mas17, [CHK17, FKD15, Han19b, HKM18, KRZ+17, Naj17, Nob16, Pas18, iT16, iT19]. KRZ+18, KPRvdO16, LW15, LLH17, Lop15, Monotonic [Grc18, AB15a]. Ruk15]. Murdock [Fik18, FM19b]. Monotonically [ZF15]. Monotonicity mutation [CKS16]. Mutually [LG18, WL15, Cas19, DKS17, DDF17b, [BL16, Kis15, Lie18, MB15, Szá16, XX12]. GMW18, Nag19, NW15]. Monte [WC15]. Montgomery [Cox15]. Moody [Sin17]. Narayana [AMPT16, Bar16a]. natural Moon [LN17]. Moore [Lie18]. naturally [CLOK13, LMO16]. [AB18, CGMSR15, CGDM16, Dal19, Near [MOR16a, DL15]. Near-invariant HWZ15, KB15, Nor18, XW16, XSW17]. [MOR16a]. nearest [GKS19]. nearly Moreau [Sol19]. Moreau-type [Sol19]. [MOR16a]. nearness [HNR16, NR16b]. Morphisms necessarily [Mon17]. Necessary [Cha19, EC19, CLR16, DKNS16]. Morrison [Bar17a, Li15a, LS17b]. negative [FW17, [ACM15]. Moser [LN17]. most GSZ15, GSZ16, GJK18, JLM18, Koz16, [Alf18b, CJ17d, EHK16, PS19a, TW17]. LS19, MM19a, SZ17, TW17, Wol18, Zaj19]. Mostow [GM17]. MRD [CMPZ18, GZ19]. Neighborhood [BSS17]. Nekrasov MRD-codes [CMPZ18, GZ19]. MUBs [OP19b]. nest [CL15a]. nested [AAC+15]. [Kar16]. Muir [dCdSA15]. multi network [GZB19, QWW18, Sar19, SZW16]. [AKPS19, CJ17b, KAPS20, XLQC16, Zas16]. networks multi-dimensional [AM16b, Ban16, BS18c, CEGM16, CEM19, [AKPS19, CJ17b, KAPS20]. Est16, KKL+17, Kir15, Zha15c, UZ19].

31 Neumann [JC18, CHASSSG15, CQCZ19, non-self-adjoint [KNR18]. CW15b, DHL+17, DGCC16, DU16b, Non-semigroup [Zus17a]. non-standard DKPU18, LZ17c, PR18b, SCD17, WFS19]. [PP18]. non-stationary [Ziz16]. Neural [SZW16, UZ19, QWW18]. Newton non-symmetric [DP16]. non-zero-entries [SK17a, BV18a, CFNP17, EG19, EM17, [HLPS19]. nonassociative [Bre17]. Guo19, LG18, PM18]. Nice [CW17]. NIEP nonautonomous [Dra18]. [Ben18]. Nikiforov [AR16]. Nil [BM16b]. Noncommutative Nil-clean [BM16b]. Nilpotent [DH19, DvSW18, LNW17, Pas18, Vol17]. [HA15a, IKVZ18, LS17a, VF17, AW15b, noncommuting [Sot17]. noncompact BdlCL17, BP19b, Bre18, BO17, Che18a, [Saw16]. Noncrossing [dS18a]. CXLF16, Chi18, DO16, EL16, GLAdS19, nondegenerate [ZHC16]. nonderogatory GS15, HA16, JS19, Pel17, Ste18, TXZ18, [GLMS18]. nonequispaced [KP19]. WL16, YT16, YdB19]. nilradical nonexistence [FHH15, Mic16]. [BCS15, BCS16, CLOK13, LMO16]. nonincreasing [DdC16]. Nonlinear nilradicals [KKO15]. NMF [Miz16]. No [BB17, Cos19b, MS16b, WMC15, BHP17, [LMT19, AM18, Nik17c, PZ17b, dFNP16]. Cos16b, Fay18, LM19, Mar15b, Sab19, Nodal [Urs18]. nodes [PCL15]. WYL15, XXZ16]. nonlinearly [EH18]. Noetherian [Kwo16]. Noetherianity Nonnegative [ES16, SA17, SJS15, TH16b, [Bik19]. Noise [HKP17, Hoo19]. Non AG17, APS18, ARSZ15, AMR18, BF17a, [ABG16a, AYK17, Bal17a, BPR17, JKS15, BC17b, BS16f, CU18, CCCNT19, CHB15, Ser16, Zus17a, AGHN18, BSS18,´ EHK16, FBH19, FdC15, GH16a, HYY15, BGCMLSSS16, BGdCCMSS17, DP16, HK18b, JP16, JMP17, JS15, JRS19, Lee15b, FuIKT16, Fil18, FJ19, GSZ15, GSZ16, LLV15, Lia17, LS17b, MPS17, MP16c, HLPS19, HAM16, JLM18, uIKF15, KM19, Shi16e, SW18b, SW18a, TCD15, VB18, Koz16, KNR18, Kwo16, MM19a, Nev18, WLP16, YHY15, Zha18c]. nonnegativity PP18, SSF16, SZ17, Vas15, WZL15, Yin19, [AG16, AG17, GW19b]. Nonoscillation Zaj19, ZG18, ZLQ16, Ziz16, cSfCfX15]. [Sug17]. nonoscillatory [SH15a]. nonreal Non-Archimedean [ABG16a]. [Sam17]. Nonscalar [Mel15]. nonseparable non-autonomous [SSF16]. [HL17c]. nonsingular [AMG19, BBdH18, non-backtracking [AGHN18]. BHSS18, BWSZ15a, HWXC18, MY16, Non-bipartite [JKS15, WZL15, ZG18]. Sol18b, VQ19, ZLLL18, dFRS16]. Non-commutative [Ser16, KM19]. nonsingularity [Liu15, Liu18]. Non-divisibility [AYK17]. Non-existence nonstandard [AR18]. Nonsymmetric [BPR17, Fil18, FJ19]. non-extendability [Bou15, HZ15, Had17]. nonuniform [BGdCCMSS17]. non-Hermitian [Col19, Dra18, Fre18]. nonzero [BOvdD17, [BSS18,´ Yin19]. non-holomorphic [Nev18]. FGG+18, Gao18, MM17b, RS17b, Shi17b]. non-homogeneous [Vas15]. Non-integral Nordhaus [EA17, HL19a, LOS19]. Norm [Bal17a]. non-Lie [HAM16]. non-modulus [CM16, GHK17, JLM18, AKS17a, AKS17b, [ZLQ16]. non-negative [GSZ15, GSZ16, AdlPR16, ARR18, AN17, Alo15, BLY16, JLM18, Koz16, MM19a, SZ17, Zaj19]. CR19a, CLZ+16b, eFLYL15, GH16a, GS19b, non-Noetherian [Kwo16]. non-normal GMO19, GLRT18, HT18a, Hay19, Hia16a, [BSS18].´ non-odd-bipartite Hoo19, HMT19, Hu15, JM16, KMS17a, [FuIKT16, uIKF15]. Non-Orthogonal Li15b, LL15b, LCWZ19, Nik17a, NA17, [cSfCfX15]. non-Runge [BGCMLSSS16]. OP16a, Pet15, Reb19, SPH15, SS15a,

32 Tan16b, WDFS17, XCJ18, Zha18c]. WYL15]. Numerical norm/energy [NA17]. Normal [AOK15, Ano16a, Bal19, BBP19, BMVW16, [JSST16, JT17, BSS18,´ BD19, Cus17, CJK+16, GW16b, GWW16, GO18, KLN16, DDL17, EG15, GSW16, GMP16a, GMP15, PW18, Sab18, She17, AOK19, AAS18, GMP16b, GMP16c, GBRS15, HZ15, HN18, AMC18, AR18, AMR19, AK19, BFA18, IW15, IGW17, Joe16, KS15a, LWC18, Bal17b, Bal18, BFM19, BD15b, CJ17a, Lin15b, LdlP15, LLH17, Nie18, Nie19a, CDM19, CC17b, CCCNT19, CL16, CN15, SG17a, YZZ18, dlCG18]. normality CNY18, CN19b, CNM19, CJ17c, Dax17, [BF18b, FKD15]. normalizable [MS16a]. DGP+15, FK16, GW16a, GW17a, GW18, normalized GWW19b, GL19, GWW19a, HA15b, [BM17b, BCC+18, BDVRT15, BH16b, HMNP15, KS15a, KKP19, KMY15, Kum19, DS17a, LSZ18, MMM19, SY17, cSfCfX15]. LNT16b, LLPS19, Lee15c, LTWW15, LSZ18, normally [ARR18]. normed MR17b, SPBB19, SWZ18, Zam19, Cha15]. [BJC15, CSW17, KS15b]. norms Numerically [PZ17b, PQY15]. [CDMP15, CL15b, ELN18, GMW18, JM16, JLM18, Ken16, Lev15, LT12, LT16a, MRS18, objective [Fay18]. oblique [BB17, BMS15]. OP15, PSZ15, Sab15, WL15, Zha19b, Zou19, observations [Sma15]. occasion [BBF19]. Nik16a]. Northcott [LZQ19]. Note odd [Ash19, DF15, DD18, ET18, FuIKT16, [Ano18-44, BaHOS15, CLF18, DHL+17, FKM17a, FKM17b, HZ17, uIKF15, LDL18, ySpW17, Sri17, YG15, Bün17, Bur18, Dra18, MWT16a, Yua14, Yua15]. off FR18, GHT16, HKLQ16, HMSC19, Kum19, [BMR17, Lee15a, PPZ19, SP16]. LHX18, LLS17a, LLS17b, NMBA19, NR17, off-diagonal Nor18, PS15, Rak17, Rod19, SDK17, SSS15, [BMR17, Lee15a, PPZ19, SP16]. often Shi16e, Sin17, STW19, Str18, Wan15a, [Sol18b]. Old [Fie15b]. Oliver [MB18]. one XF17, Zhu19, Zui17, dSRST17]. Notes [BM19b, BCF+18, BCU15, EF17, EF19, [CW19, DU16b, SAdFZ15, DKPU18]. novel FK18, FS19a, Gas19, HSS16b, JLDS18, [DAG16]. nowhere [MS16c]. nowhere-zero KOST15, LS18b, SSB15a, TXZ18, EHHL17]. [MS16c]. NP [BC17b]. NP-hard [BC17b]. one-dimensional [EF17, EF19, EHHL17]. Nuclear [Pop16b, BM17c, Hu15]. Nuclei one-parameter [KOST15]. one-peak [TZ19]. Null [Gas19]. ones [BL18b, TVD15]. only [KVV17, Ris16, CCW16, JMPS18, Kul15]. [FJ19, SS17b]. Onsager [BGV17, Ter17b]. Null- [KVV17]. Nullities [TH17]. nullity onto [BFN15, FG17]. open [FdC18, zSqST15, WZ15, ZWS18]. number [Beh17, DK18, YHY15]. operations [BN17]. [ACT16, AAKS17, AB15a, AL15, Ash19, Operator BL18b, CC17a, CLT15, CHPW15, CW16b, [HRM18, MEMM17, MHN18, NW15, SPH15, Cox15, DR16, FMY16, FdC18, HLPS19, Uch15, WDFS17, AOK15, AKS17a, AKS17b, HHL19, HZ15, IL17a, JL16a, JDS17, AEV16, AN17, AK19, ACM15, BBS16a, JLDS18, LOS19, Lin15a, Lin19, LL18a, BU18, CFL16, CN19a, DDF18, Drn19, LLT19, MWT16a, MWT16b, PF18, QKP16, FS18b, FS19b, GS15, HJ19, Han19b, Ram17, RMS16, TH17, TWM16, TW18a, HPSS19, Hoa15, JS18a, JM16, KU16, Tom15, TD15, WM17a, WZL15, WWC18, LZH16, LN18, MF16, Naj17, OP15, OP16b, Xu17b, ZLG17, Zim15, vDS16]. numbers Pas18, PCI15, Reb19, SS15a, She17, Tan16b, [ABD19, BZ16a, CDR+19, Che18d, DTZ16, UUG15, UWYY15, UYY17, WHC17, Zam16]. DS18b, KM19, Lee15b, ME15, Van17, operator-valued [FS19b, HJ19, Zam16].

33 Operators [AR15b, DIR16, MMS16, Wój15, CLR+18, DR19, HMT19, LHL18b, MWT16b, AB19, AAM15, AO18, And15, AAC17, RS17a, WF19, ZXW19]. original [BS18c]. AG18, ANAPSR17, ABGJR+18, AG15b, Orthogonal [Lin15b, Pan16b, War17, AG20, BFA18, BF18a, BG15, BLPT15, AM15b, BGV17, BF19b, BL16, CRX15, BSS18,´ BBSS18, BDRC16, BMN16, Bob16, CG15, CJ16a, DEH16, DMQ19, DSCD17, BT15, BM17c, Bou16a, CDMP15, CEM15b, DH19, FS17a, GGMPC15, GMP16c, HZ17, CEGM16, CPZ16b, CDRT17, CMM19, IR19, Jin15, LNT16a, LUC19, Mac18, MP18, DS19b, DSCD17, EE16, EJ17, EM15, Ota15, Riv15a, Riv15b, RAAGA16, RMP18, EHHL17, EHLP18, FPGPV17, FKPS18, SNDM17, SJD16, Shi16d, Sim17, WQH19, GSP16, He16b, HA15b, HK17, JLM18, ZS17, ZGW16, dlCMP15, cSfCfX15]. Kim18, KL19b, KMS17a, KNR18, Lee19a, orthogonalities [Wój19]. Orthogonality LTWW15, LWC18, Lju15, LD17c, LMX19, [GSP16, AR15b, ABR18, CSW17, HHJM15, MS16b, Mat15a, Min17, Mol19, Nag15, KL19b, KZ17, PSG16, PSM18, PMW19, NINS16, Nie15a, Nie15b, Pan19a, Pan19b, SPH15, Tur17, Zha18b]. orthogonally PSG16, PSM18, PMW19, PCI15, Pep17, [CW18b]. orthoplex [BH16a]. oscillation Pie18, PPZ19, PR18b, Pop16b, PRS18, [EH18]. Osserman [NR16a]. Ostrowski Rao17, Sab19, Sam17, SST15, Tur17, Vir16, [Nie19b]. other WFS19, XF17, Zam19, Zem16, ZH15]. [CFW15, EA17, GSW16, KL18a]. outcome Optimal [ANAPSR17, CCO15, CFM16, [LT19a]. Outer [BJKR17, BKNS18, LHC15, GMP16a, Hon18, DDSC+16, Had17, lHS16, Shi17a, SSH15, SZW16]. output HK19c, JMPS18, La 16, LCF19, MRS15, [Bel16, NN19b]. outputs [LPPZ19]. NAS18, Sma15, WC15]. Optimality overdetermined [BW19]. [Fas19, Li15a]. optimisation [CRC17]. Optimization [DH15, BA15, FS17b, FM17, packet [Far16]. packing [Gu16, LLT19]. Hil15, Kri15, Kur19]. optimization-reusing Padé [PW18]. pair [Kur19]. Optimizing [BDDSC17, DeV19]. [BMS15, BGSS18, FHH15, Nom16, WHG17]. Optimum [GW17b, CLZ16a]. OPUC Pairs [SJD16, BGV17, BHSS18, BKS15, [MS15a]. orbit [IKVZ18]. orbits DdFR16, Dmy16, Dmy19, GMM16, GMM19, [BC15a, LNT16a, Lau18, MM15a, MBB+18]. Lyn15, Mor17, NS15b, Nom15a, Nom15b, order [ABO15, BP16a, BGV17, BBMFM17, NT17, Ram16, RB16, SGH16, wXjMZL19]. CFNP17, DV18, DY15, DFM17, DD17c, pairwise [MC19]. palindromic [DDMP19]. GM15, GL17, Gao18, GH16b, GS15, HA15b, PARAFAC [KL18b]. parallel JKS15, Kar16, KH17, LS15a, LZ15a, LUC19, [KH17, SdJY+16]. parallelepipeds [Bil19]. Lom17, PCI15, PM15b, PS15, PPZ19, parallelism [Zam16]. Parallelogramic SY16a, SL16, Shi19, Sug17, TH17, WZ17a, [LMP+17]. Parameter XSW17, ZWS18, dCFF17]. orderability [AL19b, Zha15c, EH18, Fik18, FM19b, Gil16, [BS16e]. Ordered [HW15a, CKS16]. KOST15, LMR16]. Parameter-invariant Ordering [Zha15c]. parameters [YSS16, BOT19, LLS17a, LLS17b]. [ACRR15, ACD19, BPZ17, HLW15, Ken16, orderings [IKR16]. orders KRZ+17, LHC15, Mic16, Wan16b]. [AB19, BMGP15, CIMW15, ET18, Mos17, parametric [HS19b, RW17]. RD15, WL16]. Orientation [HM16]. Parametrizing [And15]. paraorthogonal orientations [COvdD16]. Oriented [Cas19]. Parking [MY16]. Parseval [Ref16, AdlPR16, CRRY15, CLL15, CL17a, [KAPS20, AKPS19, MBB+18]. part

34 [DU16a, DMQ19, KLY18, LNW17, Ter17b]. permanent [CC18, GT18, Hut17, Liu17, Parter [BEF16, JS18b]. Partial Shc16, Shi16b, dS19a]. permanent-on-top [CIMW15, FG16, RD15, WL16, WZ17a, [Shc16]. permanental [dS18a]. BS15a, BC19b, Cho17a, Eld15, FX19, GS17, permanents Mel19, Shi19, aHRT15]. partially [BW19]. [CP16b, CLLS19, KK17, Roo19, Sbu17]. partite [KNY15]. partition Permutability [CI15b, CI15a]. [GK15, JZZ18, NS18, WDFS17]. Permutation partitioned [Hir18]. Partitions [DF15, DF18, Ouy17, AJL16, Dah15a, TC15]. [CC19, CDG16, RNC17, Abi19, ARSB18, Permutation-invariant [Ouy17]. CD16a, Col19, dS18a]. parts [MMS16]. Permutation-like [DF15, DF18]. Pascal [KT17, Zhe19]. Pascal-like [Zhe19]. permutative [PT19]. permuting [Sim17]. passage [BK17c, Hun18a]. Paterson Perron [AG16, ACD19, FK16, GH16a, [Fas19]. Path JP16, Lia17, LT19b, Tar18]. Persymmetric [EHHL17, EHLP18, GL17, KKL+17, [JS15, SJS15]. Perturbation AHMM18, BPT15, DR19, PF18, dSN15]. [CL19, GM17, GCQX15, IGW17, Sku17, paths AG17, CR17b, CGDM16, JLT17, JZ16, [LN17, NR18, PS19b, YDYY18, ZLG15]. KR17, LWY16, MM16a, OVW18, PM15b, pattern [BES16, BWSZ15a, KSVW17, SK17b, cSfCfX15, Wei17, XL18, Xu17b]. LP15, LT19b, OS17, SUY16, VQ17, VQ19]. Perturbations patterns [CEM15b, XS17, BLPT15, BM19b, DFK+15, [BOvdD17, DB19a, EKSV14, EKSV18, VD18, DV19b, Hun16, MS15a, MRS15, FGG+18, FGH+15, GLZ16a, GLZ16b, GL17, SV17, WHC17, XSW17, wXjMZL19]. Gao18, GM19, HZ15, LOvdD18, Liu18, Perturbed [CFP18, GHT16, Rum18, RB19]. MM17b, OvdDV17, Shi17b, Stu17]. Pauli Perturbing [WLP16]. Petersen [AMC18, RZ17, Sam17]. payoff [EW19]. [COvdD16, KMM17]. Pfaffians [EW19]. Paz [GLMS18]. PDE [PCL15]. PDEs Phase [HJ19, BZ16b]. Phase-retrievable [Lom17]. peak [Gas19]. Peirce [ZMT19]. [HJ19]. Phelps [DGK+17]. phenomena Pellet [Mel16b]. Pellet-like [Mel16b]. [KY15]. phenomenon [Gho16, SW15]. pencil [AHV19, Rin17]. pencils Picard [BFN15]. piecewise [GBRS15]. [BGT+19, BR16a, BDP+18b, DA19b, pineapple [TSH16]. pivoting [PZ17b]. DA19c, DDL17, Dod16, Dod17, DHW18, pivots [Kur19]. planar [VG18]. plane dMGC19, HY18, NP15b, PD17, Sch17]. [BJC15, CRC17, FJ17, FJM18, LP18]. pendant [CPR18, PS19b]. pendent [NR18]. planes [ET18]. planted [Col19]. plateaux penetrable [BKLP16]. Penrose [Gho16, SW15]. player [LT19a]. [AB18, CGMSR15, CGDM16, HWZ15, pluripotential [Wan19]. plus [BR16b, KB15, Nor18, XW16, XSW17]. Penttila BDS15, DS19b, EHN16, Hoo15, Hoo19, Li19, [BM19a]. per-nullity [WZ15]. Mys16, RLP19, Shi16b, WT18, ZD15]. Per-spectral [WZ15]. Perfect [CGGV15, Poincaré [AL16]. point JKP+17, TFC19, CGK+17, Kir15, YG15]. [Bai18, EP18a, FGG+18, FG17, Had17, Perforated [AGV18]. period [Cha19]. KLL16, KLW16, KLW18, Kur19, LSM16, Periodic [Yam15, Ban16, Bre18, Fre18, LSM18, RR18a, WMC15]. GM15, SSF16, YSZ17]. Periodicity point-hyperplane [FGG+18]. points [KSTY18, MdlP16, KSTY19, Vas15]. [BDG15, BDM18, CN17b, Eve18, FL16, peripheral [ZH15]. periplectic [CCW18]. HLM17, HMPT18, Jel18, KLW15, NAS18,

35 Rao17, WWT18]. polar CJS18, CSJ16, CLS17, DB19a, DKS15, [De 16a, FX19, GMP15, GMP16b, Pan16a, DLB18, Drn19, EA17, FMY16, FW17, Fie15b, Shi16a, Sol19, SG17b, dlCMP17b]. Polarity FG17, GS18, GdLL17, GHT16, HT18a, [Sol18a]. poles [PW18]. poly [RT16]. Pólya Hay19, HJW19, HL17a, HW15b, HK17, Jai17, [MF16]. polyadic [DD17c]. polygons JZ16, Kan16, KS17, KL15, KLL16, KQZ16, [HMNP15, VG18]. polyhedral [SPBB19]. KL17, KM16, Kus16, LNW17, LPW16, LS19, Polynomial Lin17a, LZ17b, LNT16c, MR17a, MM16a, [KS15a, RLP19, SS16, DDMV16, VT18, MMP17, MMV19, Min17, MS15b, Mol19, Win16, YT16, AMR19, AGS17, AP15a, MPV16, Nie15b, NR17, Pep17, PR19, Riv15b, BY19, BBdH16, BBdH18, Ben18, BLdSV19, SFW18, Sal16, Sch16, SST15, SA17, SDK17, BR16a, BV18a, CJRMF+15, CK15a, SSV17, Sim18, Sim19, SH15b, SUY16, STZ15, CLQW17, Che18a, CCD19, Cox15, DMQ19, Ter17b, Ulu19, Vir16, WWT18, XLQC16, FJ17, FJM18, Fio16, GK15, HWZ15, KPL18, YLT16, ZH17, Zha18a, Zha19a, ZF15, dS19a]. KMS17b, Lie18, LW15, LL18b, Mel15, positive-definite [ACM17]. positivities MMW17, NN19b, Shi16f, VV18, WW18, [Xu16]. Positivity WZ19, YdB19, dB19b, dlP18]. polynomials [SNP16, CLW15, CW19, FJS17, FJS21, [AO18, ABG16a, AMZ17, ABD19, AEV15, LG18, MGM17, Skr17, YMZ19]. AM15b, BGV17, BJS18, BBP19, BB16b, Positivstellensätze [KVV17]. possessing BDFR15, CDR+19, CW18a, Cas19, CG15, [SSH15]. possible [BaHOS15]. posteriori CM18, CCGO17, CCGV+19, CK15b, CJ16a, [Fis17]. potence [Stu17]. potent CKM16, Cim15, CP17, CW16a, DA19b, [SR18, Stu17]. potential [CDFK19, Fay18]. DDMP19, DP18, DD17b, Dmy17, DD18, Potentials [DMS16]. potents [XFZD17]. DPV19, DK16, Fag19, Fas19, FS17a, FS18a, Poupard [FHS17a]. Power FM19a, FK16, GGMPC15, GIM16, He16a, [Lee16, LY17, BV18a, CJS16, CM19, DD19, HK19a, HY18, HZ19, IR19, KM15a, KPL18, DKS17, DF15, DF18, DDF17b, FuIKT16, KMM17, Lee16, Liu17, LM17, LMR16, GH16a, HNS15, JZZ18, KL15, LG18, MO16, MP16a, MW15, MNTX16, Mel15, MG18a, TCD15, UWYY15, VB19, aHRT15]. Mel16a, Mel16b, NS19, Niv15, Ota15, Ouy17, powers [BGKP19, Ege16, FJS17, FJS21, PM18, PP18, Ple17, Reb19, Riv15a, Riv15b, GWW19b, GWW19a, Jai17, Mag16]. PPT RV18, Sas18, Ser16, DDMV16, Tya17, [Car17, Lee15a]. pre [Mos17]. pre-orders WLWZ19, Yam15, Yan18, Zem16]. [Mos17]. precoherent [DD16b]. polyominoes [CEM15a]. polytope Preconditioned [CC19, HLM17]. polytopes [VK16, BT17a, BA15, Miz16]. [AK17, Fer15, GSS15, JK15, kJ16, NT18, preconditioner [Bai18]. preconditioners SS19, War17, WH19b]. Poncelet [CN15]. [Hon18, LSM18]. preconditioning Popov [RRV15]. Popoviciu [BS15d]. [AL19b, DDSC+16, NSCV16, RMKJ18]. population [DOR16, HvdD16]. portions predictions [KO16,¨ OK18].¨ Preface [JSST16]. posed [BB18]. poset [BFH+17, BDIM15, BBF19, CFH+16, [FI19b, Liu16b, Nag19, NS19, Ter18]. posets DLW15, FLVV18, GPW15, GHPS19]. [CX17, GSZ15, Gas19]. Positive preorders [BES19]. preprocessing [BDRC16, BS16c, CJ16b, Gow17, GLRT18, [PZ17a]. prescribed JLNR15, SK17b, AL18, ACM17, BP16b, [APS18, BL18b, Bal15c, DS17b, HK18b, BS15d, BJL19, BC19a, BDS15, BL19, KPL18, SJS15, WYL19, YZLC18]. presence BDK+17b, BV18b, CPZ16b, Cho17b, Chu15, [GLMS18]. preservation [CYD19, MR17b].

36 Preservers [Ais18a, Ais18b, BT17a, Bal15b, BP16a, [Ben15, BBS16a, BBSS18, CLP16, EP18b, BB18, BMS16a, BGCMLSSS16, BC19a, Poo15, ABM18, AMR19, AEV16, BS16b, CLQW17, CFNP17, DHW18, EH18, Fay18, CCCNT19, CL16, GW19a, HSS16b, LL17, FKPS18, GM15, GM16a, HJ16, HPZ18, LCLW18, LD16b, LD17b, NA15, Oik19, Hoo19, HZC15, HNR16, HL19a, IK18, Ore16a, Ore16b, dSP19a, dS19a]. JLD17, KU16, Kri15, LZQ19, LLL17, LDL18, Preserving [STZ15, AAM15, AR15b, BN17, Mat15b, MP18, MT15, NN19a, NS15a, BM15, BL18c, BMGP15, Bur15, CPZ16a, NR16b, SLY17, STZ15, Van16a, WZL17, CHK19, CC17b, CV17, Cos16a, Cos16b, WLL19, XXZ16, wXL14, wXZ19, Yin19, Cos19b, Dmy17, DdC16, EJ17, EM15, YHY15, YSZ17, ZHC16, ZD15, ZZR15, ZC15]. GJK18, HF18, HYH15, HM16, HLS+16, procedure [FKRS17]. Proceedings KP17, KM16, KLS17, Li15b, LLL17, MS16b, [CFH+16, GPW15, FLVV18, GHPS19]. MS15b, MPV16, Pan17, Pan19b, Pet15, process [CG15, CLM19a, DHLT19, Lin16a]. SdJY+16, Vir16, Wój15, Wój19, XFZD17, processes ZH15, Zha18b]. Press [Bar15]. pressing [CLR19, EHHL17, EHLP18, Hun18b]. [CD16c]. Primal [Fay18, RR18a]. Procrust [AA16]. Procrustes Primal-dual [Fay18, RR18a]. primary [BC19a, GS18]. Product [FI19a]. prime [BS15b, HN18, LPW16, AAM15, ABM18, [DD16a, DD19, DF15, VB19]. prime-power AGQ19, AMV17, ALH15, AL19b, BK19, [DD19, VB19]. Primitive [BS16b, CLN15, BM15, CPZ16b, CF18, CJZ18, DD17a, FGS+16, HYY15, SG16, YHY15]. Principal DdC16, EH15, FZwCW16, FK18, FS19b, [Bil19, LZB18, OK18,¨ BC15b, BCF+16, GW16b, HJW19, HL17b, Huh15, LK16, DdSJdFDV15, FOvdD16, FMR18, Gas19, LTWW15, LHC15, Mag16, MSSZ17, Pet15, HR17, HJ16, LKY16, Miy19, RKT15, Ris16]. SWB19, Sod18, SG17a, SG17b, WW18, principle [NR16a]. principles YLB15, ZD16b, dlC15, dlCdR17]. Products [NT19, Nie18]. priori [KL19a]. priors [AG18, Bot16a, CLS17, GS15, dlCG18, [RH15]. prisms [CCdFV18]. privacy AJL16, BR15, BBMFM17, Ben15, BBS16a, [HLM17]. probabilistic [FM17, WO17]. BBSS18, Bre17, CQ15a, CHK19, CKL17, probability CLP16, DGSV17, FJS17, FJS21, FI16, [GCQX15, KL15, LZ15a, Lie18, SY16a]. GW16a, GW17a, GL19, GF17, GX17, Hil17a, problem [AO18, ATM18, AA16, ACM17, Hil18, HLZ17, Hou19, Hou20, HSS16b, ACE15, BZ16b, BR19, Bel16, BF17a, BP19b, IKW16, KKA15, LL17, Lot15, MX16, PP18, BC17b, BC16b, CW18a, CJ17a, CG19b, XCJ18, XFZD17, Xu17a, ZH15, Zha18c]. CGDM16, CL17a, CL15c, CI15a, CQ15b, Profiles [CKS16]. program [Li15a]. DM16b, DS18b, Dod17, DE15, DN16, DN18, programming [BT17a, Fay18]. programs FPGPV17, FKM17a, FKM17b, FKMS18, [CJ17c]. Projection Geh15, Gil16, GS18, Had17, Hil15, IR19, [BFN15, CVV19, SXD16, BKLP16, CYD19, JP16, JMP17, JP18, JS15, Lee15c, LLH17, Col19, CFNP17, DY15, FJP15a, FG17, Ma15, MPS17, Miz16, MS16c, MK18, LNT16c, Miz16, NZZ15, NN16, Pan15b]. NMBA19, NN19b, dSP19b, dSP19c, Piv19, projection-cost [CYD19]. Projections PS19e, Pud16, RMKJ18, RKT15, Riv15a, [KM18, PR18b, And15, AG18, BB17, SdJY+16, cSfCfX15, SW18b, Ste15, SS17b, DSCD17, FS19a, FJP15b, GMP16a, Tan16b, VB18, Wei15, XL18, Yua16, ZLQ16, LCNZ19, LMX19, SJD16, Sim17]. BDM18, ES16, VF17]. problems Projective

37 [CLUP17, De 16a, BBT15, BH16a, Che15b]. Lev18, LPP15, LZ16c, SGH16, SCD17, Vir19]. Prony [KPRvdO16]. Proof quartic [CR17a]. Quasi [AL15, Das15, Das18, Gho16, Lin15a, [AJL16, Hil18, CLM19a, Dod16, Dod17, TWR15, XS18, Yua16, AB15a, CS15b, EM17, FMR18, FNX19, GMM16, GMM19, Lax16, Mic16, MB18, YQS16]. Proofs KLS19b, LL15a, MM19a, PR19]. [PQY15, BR17, ZZR15]. propagation quasi-birth-and-death [CLM19a]. [KL19a, LY16]. proper [RH15]. Properties quasi-Cartan [MM19a, PR19]. [RGPH16, BBMP19, BBC+15, BJ15, Bri17, quasi-commutative [GMM16]. CLR16, CJKM19b, CJKM19a, CGL16, quasi-commuting [GMM19]. DHW16, DvSW18, Egg15, EM15, EB17, quasi-convexity [FNX19]. quasi-double FZL+17, Fik18, GLMPC18, Hua15, Hun16, [LL15a]. quasi-Newton [EM17]. JS16, KSMB15, Kri15, Lin17a, LT19b, Quasi-permutation [AJL16]. MB15, Mor17, PP17b, PS17, SS15a, SY16b, quasi-regular [Dod16, Dod17]. SY17, SZ19, SB18, SZB19, Tsa16a, iT16, quasi-unipotent [KLS19b]. quasiconvex UYY17, ZLKB17]. property [BKNS17]. Quasiseparable [AAdFS19, BPP16, BPP17, CCW16, CV17, [BR16b, DEH16, MR17b]. quaternion Far19, Kim18, PS18a, Tar18, WH19a, Lin16a, [HWZ15, Yin18]. quaternionic SS17a]. Providence [GPW15]. Pseudo [AR18, ABC+16b, AS17, CDM19, CN19b, [CLQW17, OZ18, PHW16, Xu17a, BBS16a, HM16, KMS16, Kum19, Wan19]. GK15, Hol18, MY19, Niv15, PR18a, Ter17a]. quaternions [FKS16]. qubit [CF18]. qudit Pseudo-direct [Xu17a]. [Ouy17]. question [Lin17b]. Questions pseudo-Euclidean [PR18a]. [BCJ+16]. queues [BDLM16]. quiver Pseudo-inverses [PHW16, Niv15]. [Gon15]. Quotient pseudo-partition [GK15]. [Fio16, SK17a, DdFR16, YYSX19]. Pseudo-skeleton [OZ18]. Pseudo-spectra Quotient-polynomial [Fio16]. quotients [CLQW17]. pseudo-unitary [MY19]. [HF18, HK19c]. pseudographs [XCQ18]. pseudoinverses [FG16]. pseudospectra R [Bar15]. Racah [LHG15, NT17, Ter17a]. [AGV17, AGV18, CJ17a, SKC18]. radial [BBSS18, HT18b]. Radii Publishing [Bru16a, Tsa16b]. PWS [RT16]. [HR16, BFMK18, CLL15, CL17a, GW16a, GW17a, GL19, LZB18, LZM16, OQY17, QBD [DHLT19]. Qing [Bru16a]. QR TWM16, XWL17, XWD18, YSS16]. radius [Bur15, LLL17]. QRD [GM16b]. Quadratic [AOK15, AO18, AOK19, AK19, BL18a, [DDMP19, LZ15d, PC15, dB19b, BM17a, BL18b, BF18a, BBS16a, BBP19, BSS17, BT17a, BdlCL17, CM18, CLM19a, DP18, BJLD17, B¨un17, CM17, Cha15, Che19b, DSX15, Dym16, FJ17, FJM18, FNX19, CJ17d, Drn19, EJ17, EH15, FuIKT16, IKR16, MP18, OZ15a, CLR19]. FBH19, FCL+16, GH19, GW16b, GW18, quadratically [Ais18a, Ais18b]. Gol16, GMW18, GZ18, HSS16a, JL16a, quadrature [JKP16, PCL15, RRT16]. KNY15, uIKF15, KMY15, LS15a, Lia17, quadrifocal [Oed17]. quandles [KL18a]. LZ15c, LZ16a, LZ16b, LZW17, LZ17a, Quantity [Kim18]. Quantum LHX18, aLwW15, LLZ17, LWCL19, LM16c, [OP16b, Vir16, BS15a, BdP18a, BN17, LHH17, MMM19, Mol18a, Mor17, Nik17c, CLHL15, FL16, FH19, HJ19, HYH15, HK19a, NLW18, NLWJ18, Obo19a, Obo19c, PS19b, HPSS19, JKP+17, Kir15, KIS18, KSTY19, Pep17, PV17, Sab18, She17, XSW19a, XS18,

38 XLLS18, Zam19, ZLG17, ZLKB17]. raising [BW18, GKS18]. rates [bCR18, JMRV16]. [Ter15]. Ramanujan [CV17, DTZ16, San15]. ratio [Bün17]. Rational Randić [AdFRR18, BM16a, GRS15]. [CA18, Duk12, Duk15, SSV17, AB16, AL18, Random [OVW18, PQY15, BSS18,´ BB16b, AL19a, AMZ16, CMV19, CFW15, DA19a, DMS16, DE15, GJLS16, HLLZ17, Hua19, DA19c, DMQ19, EG19, Fas19, FKRS17, LLH17, Liu18, OBRA15, PSZ15, RR18b, JMRV16, JT18b, RV18, RAAGA16, Van16a, RJK18, Ruk15, SH15b, XL18, Yas16]. Vol17, WQH19, BDM18]. rationally Randomized [NZZ15, BW18, BW19, [KVV17]. Ray [Liu15, LT19b, Liu18, Stu17]. BDK+17b, CYD19, PZ17a]. Range Rayleigh [SK17a]. rays [Dah15a]. re [ACM15, dSP15, dSP16e, AAS18, AMC18, [LC19]. re-weighted [LC19]. Reachability Bal17b, Bal18, Bal19, BS19b, CJ17a, CC17b, [MP19, PS18b]. Real CCCNT19, CN15, CNY18, DFM17, FK16, [BP19a, BS16d, CW18a, DGP+15, FI16, HA15b, Kum19, LNT16b, LLPS19, LSZ18, KKP19, Alf18b, AL18, BD15a, BZ16a, Rub19, XF17]. Range-compatible BKRE18, BCS15, BR16b, BS19a, BC17b, [dSP15, dSP16e]. ranges BS18b, Bün17, Bur15, CJRMF+15, Che18d, [AR18, BFA18, BD15b, CDM19, CL16, CL17b, CHB15, DAG16, EE16, GM16b, CN19b, CNM19, CJK+16, GWW16, JP16, LNT16a, LS15b, LDL18, MS19, GWW19b, GWW19a, HMNP15, KKP19, MM15b, NMBA19, NN19a, RE16, RGPH16, KLN16, Lee15c, LTWW15, SWZ18]. Rank Sei18, SSB15b, TY15]. realizability [CJS18, [BBS16b, DdC16, GS16, Hua15, MV16, DDMP19, GMM19, HMPT18, JMPS19]. AAS18, AAG+18, AMC18, Alf18b, ARSZ15, Realizable Al’17, Bal15c, BES19, BLPT15, BM19b, [AMR18, MAR17, MN19a, BPZ17, HMPT18]. Ber17, BR16b, BS16d, BDS15, BC17a, realization BA15, BCU15, BWSZ15a, BCF+16, CU18, [AL19a, BR19, JRS19, SUBG18, DDMV16]. CF18, CHB15, CJZ18, CCO15, Dax17, Realizing [PT19]. receptance [WZ17a]. De 16b, DDL17, DM16b, DAG16, DPJ17, Recessive [SH15a]. reciprocal DD17b, DD18, DR17, EHK16, EM16, [BPP16, BPP17, PP17b]. reconstruction FOvdD16, FMR18, FS19a, GH17, GS19b, [BKLP16, BBT15, BS18c, SS16]. GdLL17, GCC18, HKM18, HHL19, Hir18, recoverability [WLH18]. Recovering HMNP15, HSS16b, Joe16, Jør15, KKP19, [Col19, RJK18]. Recovery KU16, LCF19, LWX17, LWZ18, LHL18b, [AB16, DA19c, DA19b, DA19a, FS19a, MWT16b, Mes17, Mor17, ME15, OVW18, FKRS17, KSTX15, LL16b, LS15c, RSS17]. PQY15, Pan19b, PS18a, PRS19, PC15, Rectangular [MO18, BL16, CLT15, Hua15, dSP16a, dSP16c, dSP16d, PF18, RSS17, MM16a, YZL+19]. recurrence [IR19]. Rub19, Shi18c, Shi19, SZW16, SSB15a, recurrences [ABO15, EJ19, Grc18, LMR16]. Tok17, TW18b, VQ17, Van17, WYLW17, recursions [BF17a]. recursive WF19, ZXW19, ZM16, Zui17, dB19b]. rank- [ATM18, CLW15, HK18a]. Recursiveness [Hir18]. rank-1 [GCC18, Joe16]. [LY16]. Redheffer [CK19]. Reduced rank-metric [LCF19]. rank-one [Pie18, CFP18, Cos16b, MS16b, TH16a]. [FS19a, SSB15a]. Rank-revealing [MV16]. Reducibility [CN17a, KMOR19]. reducing rank/trace [BES19, Shi19]. Ranks [BF19a]. Reduction [BGSS18, dFRS16, [FGH+15, BS18b, FGG+18, dMGC19, BK16, BSS18,´ BR16b, BMR17, BF19c, Mat15b, MHN18, SP16, WLWZ19]. Rao CQ15b, Fay18, GP19a, HPZ18, HPZ19, [Rak17]. rapid [PCL15]. rate JLNR15, Lom17, Mar15b, Van16b]. Refined

39 [COvdD16, BBdH16, BBdH18, BOvdD17, [PD17]. representable [MFdM15]. Nie15a]. refinement [AL19b, JZC19]. representation [BT17b, CNY18, CN18, Refinements [JM16]. reflection [BS19a]. DAG16, HMS17, HNS15, HKP17, Kli19, reflective [DDSC+16]. Reflexive Mel15, Ruk15, SZW16]. Representations [NT18, SR18]. reflexivity [Oi19, Pan19a]. [AG15b, AG20, Che18d, Che15b, CHK17, reformulation [Ste15]. regions [Guo19]. EG19, Gae16, HJ19, HJW19, JT18b, registers [BR19, CHPW15]. Regression KMS17b, LP18, LH17, Ple17, Sch15, Sri17]. [Tyg19, BHML15, Eld15, Hoo19, KM18, Representing [CK15b]. require NN16, OK18,¨ RR18a]. Regression-aware [GLZ16a, GLZ16b, GL17, Gao18]. requiring [Tyg19]. Regular [CD16a, CLZ16a, LS18b, [LOvdD18, LT19b]. rescaling [Bil19]. Rai19, WYL19, AAG+19, Abi19, ARR18, Residual [Lan15]. residuals [HKP17]. AyLPS18, AAKS17, AKM17,´ AP15b, AM18, residue [HSTW17, Ris16]. residues AB18, BK17a, BS18a, BPR17, BF15, [BES16, PW18]. Resistance BGGS16, CHASSSG15, CGGV15, Dod16, [ABK19, CEM19, Cho19, Som17, WDV17]. Dod17, lFwW16, FJKM18, GK15, GLW17, resolution [CS15a, GLMS18]. resolvable Gre18, GJLS16, GL16, HH17, IM19, Jør15, [KVV17, Ma16, Mic16]. resolvent LwW16, LHG15, MMP16, MM17a, MM17c, [AHV19, KLL17, Riv15a]. respect [AR18, Nik16c, O16, PB16, QKP16, Row18, Sim19, BS16d, CFNP17, MS16a, Nom15c, Pop16b]. Tom15, VGG17, WQH19, ZM16]. response [LLL17, WZL17]. Restricted Regularity [RS18, HKS19, KKS18]. [DKNS16, EF17, EF19, Ruk15, CCW16, Regularization KO16,¨ YDYY18]. Restriction [Bal19]. [HNR16, CLZ+16b, HKP17, NR16b]. result [Bal15b, BO15,´ CDR18, Dra16b, regularized [CCO15, ZC15]. regulator LZ17b, NW19, Nie19a, She16, TY15, Vij15]. [ZD15]. related Results [FJS21, AA19, Bal15a, BR15, [AKYD16, BGCMLSSS16, BD19, Cho17a, BU18, BFMK18, CD16b, Che18b, DV18, Cho17b, CM16, Duk12, Duk15, Hia19, DPR19, FHH15, GS15, KMOR19, LL17, HZC15, JM16, JLM18, LL17, Lin16b, LM17, LZH16, Lin16c, Mel16b, cSfCfX15, YHY15, LMP+17, STZ15, WZ19, Zha19a, dlPJG18]. Zha15b, ZM16, FJS17]. retrievable [HJ19]. Relating [EG15]. Relation retrieval [BZ16b]. reusing [Kur19]. [DM16a, TW18a, BBdH16, BBdH18, CJS16, revealing [MV16]. reverse LS19, Obo19c]. Relations [Kal18, PCI15, XSW17]. reversion [Bar16a]. [DMG17, HS19b, Hu15, AKM17,´ ACRR15, Review [Bar15, Bru16a, Tsa16b, Zha15a]. BTW16, CS18b, DY15, GJK18, PR19]. revisited [Al’17, ELN18, KLS19a, Mac18, relationship [BBM19, LHL18b]. dSP16c, RY15, TH17, Wan16c]. Revisiting Relationships [LL16a]. Relative [BD15b, [BF17a]. reward [DHLT19]. Riccati MVPST19, CSJ16, FS18b, GR15, MH15]. [DP15b, AM16a, AMV17, Bar17a, BB16a, Relaxed [DD17c, BT17a, Had17]. DP16, DPJ17, GL16]. Ricci [DvSW18]. relevance [OW17]. reliability [MP17]. Rickart [DD16b]. Ridge remark [FX19, Tur17, WM17b]. Remarks [Ema18, KO16,¨ RR18a]. Riemannian [Lin16c, Nik16c, BFY18, BTN+18, Gol16, [BC19a]. Riesz [Chu16]. right kJ16, JMM16, LW15, Shi17b]. removing [Dra16a, HPZ18, LT12, LT16a]. right-hand [JST19]. rencontres [FM19a]. renewal [HPZ18]. rigid [BCS15, BCS16]. rigidity [Hun18b]. Rényi [DHL+17, Hia19]. [Alf15]. rigorous [LWY16]. ring Repetition [KLL18, DA19b]. repetitions [Bou16b, CS18b, GLAdS19, Mig16, ZZC15].

40 rings [AA17, BBEE18, CHASSSG15, [VT18]. scaling [Mac16, Nat19]. scalings Che18a, CQS18, DGCC16, DGGP18, DD16b, [CC17a, Hut17, Kus15]. scatterers Ere16, GM19, GL15b, GL15a, HLZ17, [BKLP16]. scattering [GHS16]. Schatten Hou20, HWZ15, HSTW17, KT19, LZ15d, [CL15b, CM16, JC18]. scheme dSP16b, QH15, RD15, Ris16, Wan15b]. [BM19a, CHJM18, Jel18]. schemes Riordan [BT17b, Bar16a, Bar19, CW19, [CDRT17, CGGV15, Han19a, JCW19, CJ15, CKS16, CJ17b, CHK17, CJB18, Mor16b, MX16, Shi16a, WG15]. Schmidt CS18a, CJKM19b, CJKM19a, He15, He16a, [AK19, MHN18]. Schneider [BMS16b]. HS16, He16b, HS17, He18, KZ17, LMR16, Schoenmakers [SSCS16]. Schrödinger LMM+16, LMPM17, MN19b, MMW17, [LM19]. Schubert [Lax16]. Schultz [BB18]. WZ19, YDYY18, YDHX18, Zem16]. Ritz Schur [TLL15, Vec16]. RKFUN [EG19]. Roberts [CGMSR15, CMM19, FKM17a, FKM17b, [ABR18]. Robust [CJ16d, FM17, PMB15, GP19a, KK17, Nie19b, PM15a, dSP19a]. WLH18, CJ16c, FJMP15, LS15c, TLL15]. Schwarz [FS19b, JM16, Kal18]. Scientific Robustness [VD18, DV19b, Miz16, MP15b]. [Bru16a, Tsa16b]. scrambling [SG16]. SDD Roger [Bar15]. role [BBEE19]. ROM [WLL19]. SDP [CJ17c]. SDPs [BF19c]. [Hür15]. Root Seak [Bru16a]. Seak-Weng [Bru16a]. [MM19a, Guo19, Lia17, LG18, Miy15, Vij15]. secant [Han18]. Secants [MM15a]. Second rooted [ADW19, Sal16]. roots [CCW18, BP16a, Bar15, BSP18, CLM19b, [AGS17, BDK+17a, DKSV19, MP16c, CFNP17, GM15, KT17, KMS16, Lin15a, Shi16e, TH16b, VV18]. Rosenbrock MHL15, Mar15a, SY16a, SAdFZ15, Sug17, [CHASSSG15]. roses [HvD18]. rotation TW18a]. second-order [BS19a, SO16].¨ rotations [DSCD17]. [BP16a, GM15, SY16a, Sug17]. sectional Rotfel’d [Zha19b]. Roth [DFKS17, FKS16]. [Opo16]. sections [Kum19]. Seidel Rough [Gal19]. roundoff [Fis17]. Row [BSMSZ19, Riz19]. selection [Cox15]. Self [HS16, MMW17, DV19b, Ege16, GWW16, [BPP17, MY19, Tya17, WHC17, AG18, RS17b]. row-stochastic [Ege16]. rules GG18, GR15, Gow16, KNR18, Nag15, [Cho19, Joe16, RRT16]. Ruling [JMP17]. Nie15a, Pan19b]. Self-adjoint Runge [BGCMLSSS16, BDDSC17]. Russo [MY19, WHC17, AG18, GG18, Nag15, [BL19]. Nie15a, Pan19b]. self-dual [GR15, Gow16]. Self-interlacing [Tya17]. Self-inverse Saad [Vec16]. Sabidussi [KM19]. saddle [BPP17]. selfadjoint [Bai18, Had17, Kur19, LSM16, LSM18]. [And15, CMM19, FKRS17]. selfrepeat saddle-point [Bai18, Kur19, LSM18]. safe [FJ19]. Semencul [XW16]. Semi [PZ17b]. Said [MM16a]. Sakamoto [TW16]. [CHB15, AKM17,´ BFA18, CJ17c, CFNP17, Salpeter [SdJY+16]. same CLS17, FG16, FK16, GS18, GLRT18, KS17, [AMZ17, ZLS17]. sample LNT16c, Zam19]. semi-analytical [GS18]. [CIY15, MNT19, iT16, iT19, Yin18]. semi-commuting [KS17]. semi-definite samplers [RH15]. Sampling [CLS17, GLRT18, LNT16c]. [BKLP16, BMS15, Fre18, KL19a]. satellite semi-Hilbertian [BFA18, FG16, Zam19]. [EB17]. satisfaction [MT15]. satisfy semi-infinite [CJ17c]. semi-monic [FK16]. [PP17b]. scalar Semi-nonnegative [CHB15]. semi-smooth [GX19, Mel15, Mel16a, SG17b]. scale [CFNP17]. semiclassical [GGMPC15]. [BB16a, EM17, HK18a, LMS15]. scaled semidefinite [Cho17b, FMY16, FS17b,

41 FG17, GS18, GdLL17, HNS15, KL17, Lin17a, [ABC+16b, AS17]. Several [GL15b, GL15a, SUY16, Ulu19, Vir16]. semidefiniteness LCF19, CKM16, Ern18, Ken16, Naj17]. [KM16, NR17]. semifields [GJK18]. shadow [DGP+15]. Shannon [Nie15b]. semigroup [Zus17a]. semigroups shape [VG18]. shaped [HP15]. [AG15b, AG20, Bob16, KOST15, KMOR19, shapedness [LNT16a, LNT16b]. Sharp PV17, Shi17a]. semilattices [IK18]. [DR18, Ken16, BMGP15, CL17b]. Sheffer semilinear [Van16b]. semimodule [CJ16a]. shell [ABR18, CJ17a, LSZ18]. [Shi15, Tan16a]. semimodules Sherman [ACM15]. Shift [HM17a, Shi16d, ySpW17]. Semimonotone [CV17, He16b, APT17, BR19, BMN16, [TW19]. seminorms [CG19c, Gol17]. BS16f, Chu15, CHPW15, Skr17, ZSQZ19]. semiparametric [Ema18]. semipositive shifts [KY15, KY18, LY16]. Shmuel [Tsa16a]. semiring [IKR16, YZZ18]. [Tsa16b]. Shoda [SB15]. short semirings [DO16]. semisimple [BP19a, Bün17, MC19, May15, Mic16, SS17b]. [CME18, PR19]. Semrl [Kim18]. sensing shorted [ACM15]. shuffled [MHA18]. SICs [BO15,´ Fli16, KKLP17]. Sensitivity [Kir15]. [CW17]. side [AL18]. sided [HAWM16]. Seoul [CFH+16]. separable sides [HPZ18]. Siegel [AM19]. sieve [GH16b, JC18, Miz16]. Separating [Cox15]. Sign [KLP18]. separation [Sol18a]. Sequence [Bri17, GLZ16b, LP15, LOvdD18, SS19, [He18, BCS16, BCF+16, CR19b, FOvdD16, SV17, Stu17, BDDO16, BGGS16, BD19, FMR18, FHS17a, NP15c, SSS15, Yur15]. BWSZ15a, BBFF17, Bün17, DB19a, Sequences [Drn19, Bar17b, BDG15, CJ16a, FGG+18, FGH+15, GM15, GLZ16a, GL17, CD16c, EE16, EJ19, FKM17a, FKM17b, JCW19, Kob17, MNTX16, OvdDV17, Ter18]. Gar17, HMSC19, JC18, KT17, LM17, sign-central [BDDO16]. Sign-changing MHA18, OZ15a, PW19, PW20, Riv15b, [SV17, GM15]. sign-complex [Bün17]. SB18, WZ19, XWL17, ZLS17]. sequential sign-real [Bün17]. Signal [Per18, PHW16]. [CR18b]. Sergeichuk [BBF19]. Series signals [KKLP17]. Signature [Bru16a, Bar16a, BV18a, CIY15, CJS16, [MG18a, HS19a, MWT16a, PR18a]. DS19c, Dya17, LG18]. Serre [CQ15b, PR19]. signatures [Ma16]. Signed Serrin [ACE15]. sesqui [Bil19]. [AHMM18, BZ16c, BBC18, WWT18, sesqui-holomorphic [Bil19]. sesquilinear YYQ19, ASMN17a, ASMN17b, ABDN18, [Wój15, dFRS16, dFFRS17]. Set ABH+19, AvdHS15, AvdHS16, AH16, [SS18, AvdHS15, AvdHS16, BDM18, Bah19, BS15c, BP15, BSS16, BSP18, BGT+19, BGCMPB15, DDL17, DdF15, CRRY15, HHL19, LWZ18, RS17a, RS17b, DHS18, Gór17, HYY15, Hil17b, LLPS19, SS16, STW18, STW19, Sta19, WH18]. LCL15, LL16a, LJL16, LD17b, MS16a, Signless [GCP18, HL19a, ACPR15, May15, NS15b, SR19, SG16, Tar18, Yor17]. ADLR19, CR17b, CCdFV18, DdSJdFDV15, Set-theoretic [SS18]. Sets Das15, DM16a, lFwW16, FWB+19, GRS17, [BOvdD17, Kan16, AYK17, ABM16, BM19a, HQX15, LD16a, LZ16b, LZW17, LLS17a, BH16a, BWSZ15b, BJLD17, CR18a, bCR18, LLS17b, LLZ17, LL18a, MM19b, NLWJ18, DLB18, DD17b, DO16, ELN18, Eve18, GJ18, Obo19c, TWR15, WZZ19, WZL15, XSW19a, JG17, Jin15, KL19a, Koz16, Lax16, LL16a, YQS16, ZL15a, ZL15b]. similar [GS17]. Lin15b, MC19, MB15, MRV15, NS15c, OL16, similarities [Wój19]. Similarity Pep17, Pol19, RW17, ySpW17, SXD16, [BP16b, BBSS18, CXLF16, CN18, CM19, Tan16a, YZL+19]. setting CLP16, GSW16, Sha16, dlCF16]. SIMO

42 [BPZ17]. Simple KKY16, KLY18, KLW16, MST15, Nik16b]. [BZ16a, Lot15, BKRE18, BGM+19, Smith [BD19, EG15]. Smooth BBGM16, CW15a, Cos19a, EF17, Hol16, [Rao17, BGM+19, BBGM16, CFNP17]. LZ15e, MI17, MB18, PS16, RE16, Sam17]. smoother [BDDSC17]. smoothness simple-loop [BGM+19, BBGM16]. [PSG16]. snowflake [Piv19]. Sobolev simplices [FJKM18]. simplicial [TNK16]. Society [GHPS19, Zha15a]. socle [BFN15, LT18]. simplification [SW15]. [SB15, SBB15]. Solution [BHP17, CL17a, simplified [BM17a, BDP+18b]. simulation PCL15, BP16a, BB18, Bel16, BB16a, CI15a, [Hür15]. Simultaneous DI16, DTZ16, DS18b, Gór17, Lin17b, May15, [BGKP19, Sha16, FT18, FKM17a, FKM17b, RW17, SS17b, Tan16b, Yur15, ZD15, ZC15]. GX17, HK18a, HAWM16, She16]. solutions [BV18a, CGM17, DP15b, DP16, simultaneously [DO16]. Singer DPJ17, DN18, FI19a, GX16, GX19, Hla15, [BH16a, Hou15]. single [LPPZ19]. KU16, Kri15, Li19, LM19, SFW18, SR18, singleton [Kan16]. Singular [CN17b, SH15a, SS18, WT18, Wim16, ZHC16, Zue18]. KLS19a, Lop15, YZL+19, AJL16, AVAK´ +19, Solvability BGT+19, BMR17, GH16a, GL16, Had17, [DIPR18a, DIPR18b, Bar17a, DFKS17, Hoo15, JS16, JKP16, KN16, Lan15, LY17, FKS16, Hla15, HR16, JLD17, LX17, vWZ17]. LS18b, MVPST19, Nie19c, SS15c, TY15, Solvable [KKO15, BCS15, BCS16, CLOK13, DDMV16, TW18b, WG15, Zhu19, Zou17]. CPS17, LMO16]. solver [VT18]. solvers Singularities [CDR+19, Han18, JKP16]. [LMS15]. Solving singularity [RS18, Sch17]. singularizable [GBRS15, BW19, EM17, HAWM16, HS19b, [Roh18]. Sinkhorn [IW15]. six NZZ15, SdJY+16, Van16a, ZLQ16]. Some [MB15, PS19a]. size [AA19, AN17, AAC+15, AdF19, BR15, [ABGJR+18, DV19a, DdF15, Gar17, JKS15, BFY18, BLY16, BU18, Cal16, CFL16, MS17b, NS18, NP15c, PS15, SWZ18]. CLHL15, CD16b, CL17b, CJ15, DHHZI19, skeleton [Fer15, OZ18]. sketching [BF19c]. DY15, EM15, Gór17, GS15, Hoa17, HO15, Skew [BC15b, MWT16b, dlCMP17b, HWXC18, kJ16, JMM16, KSMB15, KM16, AAM15, AJPS16, BRN18, BGSS18, BHSS18, LS18a, LL15b, LPP15, LZH16, LWC18, Che18a, CLL15, CL17a, CS15b, CS18b, Lin15c, LM17, Lék16, LMM+16, NR16b, CQS18, Dmy16, Dmy17, DD18, DKNS16, Pal16, SY17, SWB19, cSfCfX15, SB18, FOvdD16, FKRS17, FKS16, GG18, GW17b, UYY17, XCJ18, YZL15, ZLKB17, Zha18c, Ito17, Joe16, LWY16, LHL18b, May15, ZSWB16, AAS18, AAC17, BBM19, BS17, MM15b, PM15b, WF19]. skew-adjoint BSS16, CHJM18, DB19a, Duk12, Duk15, [PM15b]. skew-circulant [Joe16]. ET16, FZL+17, FM19a, GRS15, HLW15, skew-morphisms [DKNS16]. Jai17, Kal18, KPL18, Lan15, LHG15, skew-product [AAM15]. Skew-rank LWCL19, LMR16, MQTW18, Mar15a, [MWT16b, LHL18b]. skew-selfadjoint Mel15, Mor17, MST15, NW15, NT19, Oik19, [FKRS17]. Skew-symmetric OP16a, Ota15, PP17b, Pas19, Rob19, SY16b, [BC15b, BGSS18, BHSS18, CS15b, Dmy16, YdB19, YHY15, YSS16, Zha19a]. Dmy17, DD18, FOvdD16, GG18, LWY16, somewhere [WH19a]. somewhere-flat May15, MM15b]. skewness [Hür15]. sln [WH19a]. Soules [Hür15]. South [CFH+16]. [Chi18]. Small [ABG16b, AAKS17, BOT19, space CW16a, DHW16, Dym16, FHJT19, LM16c, [AM19, AL19a, BCKL17, BGCMPB15, QKP16, Shi15]. smallest [AB15a, AKYD16, CCW16, CGL16, CMM19, DY15, DdFR16,

43 EE16, FJM18, HJW19, HL17a, JMPS18, DV19a, Drn19, DvSW18, EJ17, EH15, EH18, Kim15a, KL15, Kul15, Lee19a, LNW17, EB17, FuIKT16, FBH19, FT18, FCL+16, Liu16b, Mag16, OZ15b, PSM18, Pop16a, GH19, GJ18, GMO19, GMW18, GZ18, Sab19, SG17b, WG15, Zam19]. space-filling HvdD16, HvD18, HJ16, HMSC19, HLLZ17, [BGCMPB15]. Spaces [BM17c, EM16, HSS16a, JL16a, KNY15, Ken16, uIKF15, AGQ19, BFA18, BF18a, BSZ18, Bil19, KIS18, Koz16, LS15a, LZB18, Lia17, LZ15c, BHSS18, BDFR15, BO17, CR19a, CG19b, LZ16a, LZ16b, LZM16, LZW17, LHX18, CDFK19, CFW15, CSW17, CG19c, DA19a, LSX15, LLS17a, LLS17b, LZSD17, LZSD18, De 16a, DdFR16, EE15, EM15, ET18, LWCL19, Lot15, LM16c, LHH17, Mel19, FZwCW16, FS17a, FS18a, FPGPV17, FG16, MMM19, Mol18a, MM15b, Mor17, NMBA19, FKPS18, GMP16a, Gol17, HW15a, HHR16, Nik17a, Nik17c, NLW18, NLWJ18]. spectral JC18, KL19b, KS15b, Mar18, MSSZ17, [NSCV16, Obo19a, Obo19c, OQY17, PS19b, Mes17, MM17c, MRV15, Mol18b, Nag15, PS17, Pep17, PV17, Sim18, Skr17, TWM16, NP15c, Pan17, PMW19, PR18a, PCI15, TSH16, Tsu15, WM17b, WZ15, XSW19a, dSP15, dSP16a, dSP16c, dSP16d, dSP16e, XWL17, XWD18, XS18, XLLS18, Yin18, Rao17, RT16, SPBB19, Shi16c, SG17a, YSS16, ZLG17, ZLKB17, Zha18c, dlPJG18, VF17, Vir16, WH19a, Wol18, XS17]. CRC17, CJKM19b]. Spectrally spanned [RMP18]. Spanning [GM19, KSVW17, MM17b, OvdDV17]. [LLT19, Gu16, KS19, MRV15]. Sparse spectratopes [JP16]. Spectrum [BHK16, KSTX15, LSM16, Alo15, BW19, [Chu19, AAM15, ABM18, AP15b, BDMB19, BF19a, BP19a, PHW16, Shi18b]. sparser BM17b, BE15, Ben15, Ber18, BSMSZ19, [Kli19]. sparsest [JMPS18]. sparsity BM15, BL18c, CM18, CX17, CW18b, CJ17d, [SUY16]. Specht [FHS17b, dSRST17]. Gil16, Hua19, JZZ18, KLW18, LTWW15, Special [DLW15, SS15b, Zus17b, LD17a, LS17b, LN18, MLW15, Moh16, MK18, ABGJR+18, BBF19, Ern18, LNT16a]. MP15a, Nik17b, SS15b, YYSX19, ZH15]. specified [KM15a, Nom15a, ZLG15]. spectrum-preserving [BL18c]. sphere Spectra [BCM17, CCdFV18, DR19, LJK16, [Tan16b]. spheres [Che15a, Jia15]. VHB18, AAB+16, AJO15, ACPR15, AB17, spherical [FNX19]. spin AH16, BW16, BR15, BS17, BCC+18, [Bal15b, CD16a, Kir15]. Spiral [BK17b]. CLQW17, CJS18, Cos16a, Dal17b, DS17a, spliced [BDG15]. splines DM15, GF17, JLNR15, JMP17, JRS19, [CFM16, DGP+15]. splitting JMPS19, Kan16, KHI16a, KHI16b, LXS18, [XXZ16, wXL14, wXZ19]. SPN LS18b, LHL18a, MAR17, MN19a, NPRS17, [SM18, SMBDK16, SM16]. Spread PT19, SY17, Shi17b, SS15c, WHC17, XS17, [AA19, ACRR15, AGRR16, AdFRR18, ZL15a, ZL15b, ZKSB17]. Spectral ADLR19, CD16b, LwW16]. spreads [ACT16, AO18, AyLPS18, ABDN18, AEV16, [ALMZ+19, BS16c, Van16b]. Square AL16, BL18b, BP15, BOT19, Ben16, [Bot16b, Bot16a, Bün17, lHS16, Miy15, BBC+15, BS16f, CGSC19, DLM15, DHW16, Shi16e, Shi16g, TH16b]. Square-zero FCLP18, FZL+17, Fik18, Gu16, GJLS16, [Bot16b, Bot16a, Shi16g]. Squared HT17, HMT19, JG16, JG17, LN17, LZ17a, [BS16a, BNST17]. squares aLwW15, MHL15, MM16b, MHS15, Pea15, [CGDM16, CGM17, DS18b, Eld15, EA17, SZB19, ZLG15, BL18a, Bai18, BF18a, BG15, HK18a, HL19b, JKKL15, KL15, LC19, BBS16a, BTN+18, BJLD17, Bün17, BS18c, LHC15, NZZ15, UM16, War17]. Squaring CM17, CLL15, CL17a, Che19b, CJ17d, [MF16]. SSD [WLL19]. Stability

44 [CA18, DV18, FKRS17, Lee19b, SL16, SZ19, GLMPC18, KSMB15, SG16, Sim19, DDV16, AM16a, AMV17, BMO15, Dra18, FM17, TD15, WT18, Lin16a, SS17a]. strongly Fli16, Fre18, GX17, HM17b, Kus16, MP18, [AM18, BPR17, BU18, COvdD16, lFwW16, Obe16, Oik19, PM15a, PMB15, SNP16, IM19, Jør15, LwW16, QWC15]. Structural WZL15, XW16, ZH17]. stabilization [CYD19, GLMPC18, TD15, CJKM19a]. [ZH17]. stabilize [PQY15]. stabilizer Structure [HS17]. stable [BB18, BDRC16, BS19b, [Dmy17, GSZ15, SdJY+16, aHRT15, GKS19, HLPS19, JCW19, Per18, SSB15a]. BBEE19, BR15, BGCMPB15, BDS15, Bur15, stage [HK18a, HvdD16]. stage-structured CC16, CILL16, CLZ+16b, Der19, EHN16, [HvdD16]. staggered [KIS18]. staircase FK18, Hua15, KKY16, Kob17, KRZ+17, [CMQV16, MGM17]. Standard KLS17, LLL17, LL16b, MGM17, RJK18, [GIM16, BLdSV19, Lax16, PP18, Ser16]. SSCS16, SNDM17, SH15b, Tar18, Zaj19]. Star [Row15, BMGP15, DY15, GLZ16a, structure-preserving LNT16a, LNT16b, PF18, Row18, WYL19, [Bur15, KLS17, LLL17]. Structured YCL17, YZLC18, aHRT15]. [AA16, Ano16a, BF18b, BMVW16, HKM18, star-commuting [aHRT15]. HvdD16, HPZ18, MAR17, Mar15a, MK18, star-shapedness [LNT16a, LNT16b]. State dSP19b, dSP19c, PM15b, SUBG18]. [AL19a, GHPS19, ABC+16a, CGK+17, structures [BBMFM17, BGCMASS19, CGGV15, JKP+17, Kir15, TFC19, VB18]. CV18, Dog18, OW17, Opo16, Pan15a]. Stud State-space [AL19a]. states [Zha15a]. studies [PZ17a]. study [CF18, GW19a, HYH15, KP17, LM19, [DHW18, GT17, KMS16]. Sturm Poo15, Sar19]. static [Bel16, NN19b]. [GM16a, YSZ17]. subadditive [CPZ16a]. Stationary [LZ15a, SY16a, VB18, Ziz16]. subalgebra [BN17]. statistical [Lop17, Opo16, WYL15]. subalgebra-preserving [BN17]. Statistics [DLW15, FI16, Yin18]. Staudt subalgebras [DR17, EEV17]. subclass [KT19]. steepest [VK16]. Stein [LLH17]. [ZLLL18]. Subconstituents Steklov [AL16]. step [HZ17, ZGW16]. subdiﬀerential [CW18b]. [NSCV16, iT16, iT19, XXZ16]. Stiefel subdirect [AG17]. subdivision [CDRT17]. [DSX15]. Stieltjes subframe [CLS18]. Subgraph [CK15b, FKM17a, FKM17b, FKMS18, [HKS19, HLSP17]. subgraphs LM17, PS19e, Riv15a, Riv15b, Sch16]. [FdFdSDV18, KLW18]. subgroup Stieltjes-type [FKM17a, FKM17b]. [GH15, RB16]. subgroups stochastic [BRN18, Bie15, HS17, PB16]. subKautz [ATM18, BM16a, Ben18, CLR19, CQCZ19, [Dal17b]. submajorization [Bek16]. Chu15, Dah15a, DLB18, DU16b, DKPU18, submatrices [HJ16, MO18, PRS19]. Ege16, GWW16, GT17, Gow17, KO16,¨ submatrix [DS17b]. submodules [LMX19]. NMBA19, Nat19, dCDFK17, dCDFK18]. subnormal [BRN18]. subnormality stochastic/irreducible [DLB18]. [KY18]. subordinate [JSST16, JT17]. Stockmeyer [Fas19]. strategies [KH17]. subordinated [DS19b]. suborthogonal stratiﬁcation [Dmy17]. strict [Str18]. subpencil [SS17b]. Subresultants [AGV17, AGV18, Wol18]. strictly [BDK+17a, DKSV19]. subsemimodules [Bou16b, Fag19]. Strong [ySpW17, Tan16a]. subset [ABG16b]. [BPP16, BS16f, Chu15, DMQ19, AR15b, subsets BPP17, BS16e, BDFR15, DA19a, FGS+16, [AJ19, DHS18, NP15c, Shi16d, Vij15].

45 Subspace [DIPR18a, DI16, DIPR18b, Dra16b, [Zas16, BBEE19, BMS16a, BS19a, DdFR16, HAWM16, RMKJ18, Wim16, dCdSA15]. GR16, MMR16, NS18, Ram17, Sch16]. Sylvester-based [RMKJ18]. subspaces [AW15a, AW15b, Bal15c, Bal19, Sylvester-type BB16a, BEKS17, CFP18, CJW19, FMM16, [DIPR18a, DIPR18b, Wim16]. Symbolic Huh15, MOR16a, MMR17, MMR18, NINS16, [Sim19]. symbols Pan15b, RMP18, SK17a, TLL15, WG15, [BGM+19, BBGM16, Lee19a]. Symmetric WZL17, XS17]. substochastic [BBH16, BF19b, CR19a, SCD17, ARS17, [CC19, Lju15]. subtle [RWH17]. BGS15, BGM+19, BM19b, BFY18, BLdSV19, subtournaments [MS17b]. Successful BC15b, BDK+17b, BGSS18, BHSS18, [CD16c]. successive [Miz16]. such BC16b, BDFR15, BO17, CP16a, CM18, [CLST18]. Sudoku [War17]. suffice CS15b, CW18b, DeV19, DP16, Dmy16, [NS15b]. Sufficient [LSX15, PM15a, Bar17a, Dmy17, DD18, Dmy19, ET18, FOvdD16, ES16, Li15a, MPS17]. Sugeno [Mar15b]. FBH19, Fay18, FHH15, GG18, GKR16, suggested [NR16b]. Suleimanova [PT19]. GC19, HW15b, JMP17, JZ18, KH17, KLW15, sum [AMR+16, AG17, AT15, BJC15, KLL17, KOST15, Lee16, LWY16, LLL17, BDDO16, BNST17, Che18b, CLF18, Che19a, LDL18, LUC19, LS17b, LNT16c, Ma15, Cho19, DMS19, EA17, GAP16, GP18, GF17, MO16, MPS17, MV16, May15, MM15b, GMP16c, Hua19, KS15a, Lee16, Sol18b, Mon17, Nik17b, OS17, dSP16a, dSP16d, Ste18, TXZ18, WH18, dlCMP17a]. dSP16e, QWC15, RKT15, SR19, Sod18, Sri17, summability [BDG15]. summation SSB15b, Tar18, VK16, XL18, dCFF17, ES16]. [JKP16]. summing [CDMP15]. Sums symmetrically [BF19a]. symmetries [BES16, Shi16g, AO18, ABG16b, Bre18, [BFW17, FSSW17, FSW19, GS15, LCNZ19, FJS17, FJS21, FdC15, GS15, HS16, HS17, dlCMP15, dlCdR17]. symmetrization Lot15, Xu17a]. Sunder [Lin15c]. [Rad17]. symmetrized [HMSC19]. Superadditivity [UUG15]. superalgebras symmetrizers [DU16a]. Symmetry [CCW18, Iop18, LL19, RZ17, WZ17b]. [PMW19, AH16, FK18, TC15, Tur17, superdiffusive [EHHL17, EHLP18]. dSRST17]. Symplectic supereigenvector [Ser15]. [BHSS18, AM19, BF19b, BR17, CG16, supereigenvectors [But16]. DR17, DH19, EH18, HL18, IGW17, RMP18, superinvolution [Iop18]. superinvolutions SH15a, WG15, dlC15, dlCF16, dlCMP17a, [GIM16]. supermajorization [LD17c]. dlCdR17, dlCG18]. Superregular [ANP16]. superstability symplectic/orthogonal [BF19b]. synaptic [IT18]. superstochastic [LD17c]. supertail [FJP15a, FJP15b]. synchronous [ZZR15]. [NS18]. supertrees synthesis [BZ16b]. system [XWL17, XWD18, YSS16]. supertropical [BTN+18, BB16b, GKS19, Hoo19, WZ17a]. [IKR16, Niv15, Shi16f]. support systems [BP19a, Hil17b]. supported [AAdFS19, BW19, BPZ17, Bel16, BTN+18, [AKPS19, KAPS20, MS15a]. supporting CC16, CHASSSG15, CDG16, CNX17, [Pan15b]. Surjective [YL17]. survey CR18b, CL15c, CJ16c, CJ16d, DGCC16, [Dal19]. SVD [GM16b, GCC18, PS19d]. DGGP18, DTZ16, DFKS17, DS19c, DOR16, SVD-based [GCC18]. switching FM17, FKRS17, FHS17b, Gór17, Gre18, [BSMSZ19, ETF18, Gre18, IM19, Moh16, GBRS15, GHT16, HK18a, Hla15, HR16, WQH19]. Sylvester Hon18, Hoo19, HM17b, KN16, KVP19,

46 Kur19, LM16a, Lee19b, LX17, Li19, LS18b, HS17, He18, HC19, KC16, KHI16a, KHI16b, LNT16c, MM19a, Nie18, Nie19a, OP15, LTWW15, Lin19, MW15, MLW15, Mas17, OP16b, Pas18, RRV15, RW17, SFW18, SR18, MO18, Mor16b, Niv15, PSZ15, PS17, PHW16, SL16, SH15a, Sug17, SS15c, Vas15, VK16, RFPS18, Riv15b, RGPH16, SKC18, SCD17, Vij15, WT18, ZH17, Zhu19, dFFRS17]. Ter17a, Ulu19, WYL15, Xu16, Yan18]. Szego [Fik18, FM19b, MF16]. Theorem [MB18, Al’17, BW16, BM16a, BS18a, Bor17, T [MM17a]. T-modules [MM17a]. BBS16b, CHASSSG15, CQCZ19, CS15b, tableaux [SS19]. Takagi [Mar15b]. DGK+17, DDCY17, DP15a, DD16a, DD19, Tangent [Kut18]. Tarski [DP15a]. Taylor DR16, DPS19, FS17b, GH16a, GKR16, [DR16, JLM18, SZ19]. TD [Nom15b]. GLW17, HO15, lHS16, Hua19, JZZ18, KT19, technique [Row18]. techniques Kul15, LN17, LMX19, Mar15a, McK18, [BK16, KS19, RW17]. technology [SSCS16]. NS15a, Pas18, dSP16b, RY15, SB15, TW16, Ten [CRS15]. Tensor [CJZ18, GH16a, Uch15, VB19, Yin18, BEF16, BL19, JP17, KKA15, BL18b, BJS18, Bre17, CPZ16b, KM19, KLS19b, MG18b, MM19b, Rao18]. CLQW17, CF18, CKL17, DH15, DdC16, theorems [AS17, BJC15, BPT15, CFL16, FuIKT16, GL19, GZB19, dMGC19, GCC18, CLLS19, EH18, FK16, GL15b, GL15a, Hil17a, Hu15, HSS16b, Kut18, LL17, LLV15, HLSP17, Jen17, MRS18, aHRT15]. LL16c, RSS17, Sar19, Sch15, Shi18c, Sod18, theoretic [AB15a, FJMP15, GR15, SS18]. Van17, WDFS17, XCJ18, XFZD17]. theoretical [BBT15]. theory Tensor-tensor [KKA15]. Tensors [BBEE19, CDG16, CGDM16, CLQW17, [ARSZ15, YLB15, BS15d, BWSZ15b, Che15b, DH19, DE15, Gar17, HMS17, JS18b, BWSZ15a, BJLD17, CLQW17, CQCZ19, KKY16, KNR18, MM16a, Pea15, PM15b, CW15b, CW18b, CLN15, DLB18, DLQ18, RD15, Tsu15, Wan19, Zha15a]. There DD17c, FBH19, FGS19, GH16a, HYY15, [AM18]. theta [OP15]. third HWXC18, JZZ18, KSMB15, KLN16, KL18b, [DD17c, Han18, LUC19, Lop15, Obo16]. LS15b, LL15a, LQL15, LCL15, LL16a, third-order [DD17c]. Thompson LJL16, LUC19, MS17a, NR16a, OP19a, [CS17, LZ17b]. thoughts [HO15]. Three QWC15, Sei18, SY16b, SWB19, Tsu15, [May15, QWC15, Shi17b, BW16, CMV17, XLQC16, Xu16, XCQ18, YZL+19, YYQ19, CF18, DK16, EHK16, Far19, GW18, HK18a, YHY15, ZSWB16, dSRST17]. term IKW16, JKKL15, KRZ+17, Nom15c, Pal16, [De 16b, dMGC19]. Terminating [Kwo16]. Row16b, SY16b, SWZ18, TW17, iT19, terms [DGCC16, lFwW16, HHL19, LWZ18, YT16, dlCMP17a]. three-dimensional MWT16b, TWM16, WM17a, WF19, [CMV17]. three-level [KRZ+17]. WWC18, ZWS18]. ternary three-qubit [CF18]. three-stage [HK18a]. [CN17a, De 16b]. Terwilliger three-step [iT19]. Threshold [GGH15, GK15, MMP16, Mor16b, MX16]. [LSM18, AG15a, BM17b, Dah15b, Gho19, tessellable [HPSS19, KIS18]. Test HT17, JTT15, LMT19, LHL18a]. [CILL16]. th [Guo19, LG18, YG15]. their thresholding [FS19a, RSS17]. Tight [ABP15, AJ19, Bal15c, BKNS17, Bar19, [CFW15, BGOY15, BFG+16, BF17b, BCC+18, BSMSZ19, BDS15, BM17c, BC15b, FJKM18, HL17c, LC19, LwW16, Mol18a, CR19a, CMV16, CR15, C¸MP18,CIY15, RNC17]. Tighter [DV19a]. Tikhonov CHK17, CJB18, DGGP18, DLQ18, DdFR16, [NR16b]. tiling [NS15a]. Time DHW18, FGH+15, GL15b, HT18a, He16b, [UZ19, BMO15, BTN+18, BK17c, CG15,

47 CIY15, DHLT19, GKS19, HM17b, JMPS18, DGSV17, DEH16, DT15, HM16, LUC19, KL19a, Mas17, Obe16, PCL15, PMB15, LZ16b, Nom15c, Pan17, Pan19b, Ram17]. QWW18, SL16, SSF16, WZ17a, ZD15, ZH17]. transforms [EP18b, Far16, KKA15]. time-and-band [CG15]. time-delay transition [WC15]. transitive [MS17b]. [BTN+18]. time-dependent transplantation [Her16]. transportation [DHLT19, PCL15]. Time-varying [GSS15, War17]. transpose [Cho17a]. Tree [UZ19, BMO15, HM17b, Obe16, QWW18]. [MM19b, SW15, ADW19, AvdHS16, BS15b, times [Hun18a]. Tingley BS16a, Ber17, BPT15, Che19b, CP16b, [FPGPV17, Tan16b]. TLS [HPZ18, HPZ19]. CSJ16, Gon15, GCQX15, JSST16, JLDS18, TN [JZ16]. To da [Ong18, Zue18]. Toeplitz KS19, Liu15, LLT19, NS15c, Pud16, ZD16a, [PW20, AAS18, AdF19, APT17, BGS15, ZD16b]. Trees [BDVRT15, AdlPR16, BGM+19, BDLM16, BBGM16, CI15a, ACD19, BKNS17, BOT19, BCJ+16, CKS16, CI15b, DTZ16, DS19b, DE15, EJ18, EW19, DMS16, GS19a, GLMPC18, GP19a, Gu16, Hon18, HMSC19, KNR18, Lee19a, Nob16, HW15c, JS19, JL16a, KSTY18, LD17a, NK18, NSCV16, PSZ15, PW19, SSCS16, MST15, NS17, Nag19, NS19, NPRS17, Sch17, TNK16, TS18, XW16]. YG15, Yua16, ZL15a, ZL15b]. Trench Toeplitz-block [NK18]. toggling [BH16b]. [XW16]. trend [DLM15]. triangle top [Shc16]. topical [HM17a]. topics [CPZ16a, LL15b, Row16a]. triangle-free [STZ15]. Topological [Gar17, dFRS16, [Row16a]. triangles [Bar16a, Lin15a]. dFFRS17, Shi18a, BGCMPB15]. topologies Triangular [EJ19, BJ16, Bie15, BDLM16, [Ost15]. topology [ABM16]. tori [LZ16c]. BFD18, Bou16b, Cha15, CXLF16, CKT19, Toric [YMZ19]. Toric-Bernstein [YMZ19]. DIR16, DTZ16, DHW18, Ere16, Fag19, Total [AG16, CLW15, DN18, FJS17, FJS21, KKO15, KY17, MV16, OP16a, SP16, SY16b, GW19b, YMZ19, AG17, ALMZ+19, CW19, UG18, Wan15b, Wan15a, Wan16c, WMC15, DHHZI19, DS18b, MGM17]. Totally WHC17, Yan16, YWD16]. [BV18b, AG17, BP16b, CU18, CSJ16, JZ16, triangularization [She16]. tridiagonal MM16a, MMP17, MMV19, WHG17]. [AdF19, APT17, BGV17, BF18b, Chu19, tournament [GW17b]. tournaments DM18, DE15, EJ18, HJ16, kJ16, Nom15c, [Ito17]. TP [JZ16]. Trace [HLS+16, KL17, TS18, VHB18]. Trigonometry SBB15, AdlPR16, ARR18, BG15, BES19, [AGQ19, CRC17]. Triple [ABP15, Ben15, Ben18, CFL16, Cho17a, Cho17b, CW15b, BCP16, CC16, EP18a, KVP19, Nom15c, FPGPV17, Gir19, Hia16a, HL19b, LL15b, Nom16, Wan16c, XSW17, YL17]. triples Min17, NA17, Ota15, Shi19, SW18a, dlP18]. [AC15, BCP16, FN17, HLG15, LHG15, traceable [LSX15]. traceless Nie19b, Ter15, Ter17a, WHG17]. [GG18, Nag15]. traces [Sch15, Wan16c]. Trip otency [Kis15, XX12]. tripotent traﬃc [BCMASS15]. train [Kut18]. [Kis15, XX12]. Tropical transfer [ABC+16a, bCR18, CDRT17, [AGN18, GSS15, Tsu15, AGS17, But16, CGK+17, CGGV15, JKP+17, Kir15, TFC19]. GS16, JK15, JL16b, Kri15, LdlP15, MT16, transform PS16, Shi16c, TS18, YZZ18]. [BLdS16, CM17, CK15b, KP19, SLY17]. Tropicalization [AK17]. tropically [VT18]. transformation Trotter [HK17]. truncated [FKM17a, [CHPW15, GR15, MMR16, TXZ18, dlCF16]. FKM17b, FKMS18, HZC15, Riv15a]. Transformations truncation [BDRC16]. truncations [MS15b, Pan15a, AW15b, BS18c, CMV19, [Mas17]. Tsetlin [FH19]. TU

48 [XvdBvdLS15]. Tucker [CS15b, DH15]. [Szá16]. unfoldings [WDFS17]. unicyclic tuples [PS19c]. turns [EV15]. Twenty [ABH+19, BPP17, GRS17, LDZ18, MHL15, [GHPS19]. Twenty-first [GHPS19]. OQY17]. Unification [Zou19]. unified Twisted [AGP+17, CH19, TZ19]. Two [ACPR15, JLT17, JS18a, Li15a, RD15, [FJP15b, HAWM16, HLSP17, LT19a, Obe16, YDHX18]. Uniform QWW18, TNK16, XXZ16, Alf18b, ARSZ15, [Lie18, RFPS19, CLS18, Cus17, EM16, AL19b, BG15, BGOY15, BBH16, CVV19, GH17, GZ18, HQX15, KNY15, uIKF15, bCR18, CF18, CJS18, DS17a, DF18, LZB18, LZ16a, LZM16, LZW17, LZ17a, DdFR16, DSCD17, DR17, DHW18, FKPS18, LKY16, PRS19, SY17, XWL17, XWD18, GSZ15, GSZ16, Geh15, Gil16, GMP16c, YYQ19, YZL15, YSS16, YQS16, ZKSB17]. HKLQ16, HS19a, HN18, JKKL15, KS17, uniformly [Liu18, Man19]. Unifying Kis15, LS17a, LPW16, Lin16c, LDZ18, [LZ17b]. unimodular [DS17b]. LMX19, MM17a, MP18, PC15, Sim17, SZ17, Unimodularity [MB18]. union iT16, WWT18, WH19a, XWD18, XX12, [CHJM18, WM17b]. Unions XvdBvdLS15, ZHC16, dB19b, EHLP18]. [BES19, LS17a]. unipotent [KLS19b]. two-by-two [AL19b]. two-dimensional unique [KL18b, LOvdD18]. Uniquely [FKPS18, WH19a, EHLP18]. two-distance [Sma15, Sku17]. Uniqueness [BGOY15]. two-level [MP18]. Two-player [DI16, Lee15c, Bal15b, DIPR18a, DIPR18b, [LT19a]. Two-sided [HAWM16]. Two-step DD17c, SZ19, ZC15]. unit [XXZ16, iT16]. type [Cas19, IR19, LWX17, MS15a, Tan16b]. [AM15a, AS17, AM15b, BBEE18, BKNS18, unital [AHV19, CW16a]. Unitaries BJC15, BS18a, BLdS16, Bob16, BFMK18, [Sim17]. Unitarily [KMS17a, JLM18, BWSZ15b, BJLD17, CJ16a, CK19, De 16a, MRS18, Sab15, WL15, Zha19b, Zou19]. DIPR18a, DIPR18b, DLB18, FKM17a, Unitary [CN18, Jin15, BBSS18, BN17, FKM17b, GSZ15, Gas19, GXYZ17, HRM18, CCiT18, CN17a, CN17b, CS18b, CLP16, HW15b, HLG15, Hua15, HL19a, HZ17, DDCY17, DD16a, DD19, FR15, FR18, IKVZ18, IR19, Jen17, KT19, KNR18, LL16a, HT18a, HC19, IW15, KM15b, KIS18, Lau18, LZH16, LJL16, LX17, LCWZ19, LHG15, LZ15d, MHN18, MY19, TC15, VB19]. Mar15a, MR19, MF16, Nie15a, NT17, OP15, unitriangular [VLGS15]. unity [GM19]. OZ15b, PR19, PPZ19, RB16, Riv15b, Roo19, univariate [DKSV19]. Universal Saw16, Sol19, TZK17, Ter17a, WG15, [CJS18, BY19, Bou16a, JMPS19, NT17]. WHG17, Wim16, Wol18, XW16, ZLLL18]. Universality [CGK+17]. University types [EEV17, SY16b, Sim18, TNK16]. [Bar15, GHPS19]. unsolvability [HR16]. typical [BS18b]. update [PS19d]. updated [BCU15]. Upper [ARR18, AGRR16, bCR18, GRS15, LZM16, Ulam [WH19a]. Ultra [Shi16b]. MS17b, WF19, Yan16, AM19, BG15, BFD18, ultrafriable [San15]. unattainable Bou16b, CXLF16, CLF18, DR18, DHW18, [BDM18]. unbalanced [KL18b]. Unbiased Ere16, Fag19, KY17, Mol18a, SP16, UG18, [iT19, KRZ+17, MB15, Szá16]. Unbounded Wan15a, WMC15, WHC17, Xu17b, YZL15, [MNT19]. uncertain [CJ16d]. uncertainty ZWS18]. Using [CJ16c]. unconditional [BCKL17]. [Lin16a, BB16a, CMV19, CKM16, DU16a, unconstrained [CDTZ15]. uncountable HAWM16, JKP+17, Ken16, Ong18, Pan15b, [Hol16]. underlying Saw16, VV18, WZ17a, YDHX18]. usual [Der19, LWZ18, LHL18b]. unextendible [CHB15].

49 valency [QKP16]. valuations [ABG16a]. [BBF19]. vol [Bru16a, Zha15a]. volume value [AVAK´ +19, GR15, Lop15, MVPST19, [MO18]. volumes [Bil19]. Vong [Bru16a]. Piv19, YZL+19]. valued [FKM17b, FS19b, Voronoi [GMLdS16, GMLT19]. VSPs HJ19, KKLP17, Lee19a, Zam16]. values [Jel18]. [AdlPR16, AG15b, AG20, BBH16, BMR17, BTN+18, GT18, Hoo15, JSST16, Lan15, Walk Nie19c, TY15, TW18b, XvdBvdLS15, Zou17]. [KKS18, QKP16, HKS19, KIS18, KSTY19]. Vandermonde walk-regularity [HKS19, KKS18]. walks [BLdS16, MM16a, MMP17, MMV19, Xu16]. [AGHN18, CRRY15, DMS16, HPSS19, Vandermonde-type [BLdS16]. variable KSTY18, LT18]. wandering [BEKS17]. [BDDSC17, KY15, KY18, LY16]. Wang [Bah19]. Waring [CCGO17, Tok17]. variable-coefficient [BDDSC17]. variables Waring-like [CCGO17]. Wasserstein [ACS19, BLdSV19, BP19b, Naj17]. variance [BJL19, HL17a]. Wave [Far16, BS18a]. [BFFN16]. variants [BS17, Far19, Lin19]. waveguide [RMKJ18]. wavelet [HL17c]. variate [Mat15a, MP17]. variation Weak [BMO15, BCP16, CP16a, Lju15, [MHS15]. variations [HW16]. varieties LD17c, NP15a, CRRY15, HHR16, LD16b, [BF19b, BS16d, CVV19, Gal17, Han18, LD17b, MP15b, Nie19b, Obe16]. Weak- Kut18]. variety [CP16a, NP15a]. Weak-local [BCP16]. [FI19b, Gal19, MT16, Oed17, Rin17]. weakly [BmBCC17, FBH19, MC19, VK19]. Various [HK18b, HS19b, MR17a]. varying Wedderburn [Mar15a, SB15]. [BMO15, HM17b, Obe16, QWW18, Sug17, Wedderburn-type [Mar15a]. wedge UZ19]. Vector [Gal17, BP19b, BDFR15, [HP15]. wedge-shaped [HP15]. weight CFW15, CG19c, DdFR16, EM16, FS17a, [Abi19, GM15, LZ16c, ZHC16]. GP19a, Gol17, HW15a, HHR16, LH17, weight-regular [Abi19]. Weighted Mag16, OBRA15, Pan17]. Vectorial [ABvN19, BMN16, CGM17, JL16b, Mos17, [ÇMP18]. vectors [BJC15, BP19a, FR15, BPP16, BH16a, DDF17b, DPS19, DL16, GH16a, LZ15a, RMP18, SY16a, Vec16]. HS17, KY15, KY18, KS19, KMS16, Verified [Miy19]. Veronese [Gal19, Han18]. KMMS19, LK16, LY16, Lee19a, LS19, LC19, Vershik [GH15]. version [lHS16]. versions Mac16, MMS18, PP17a, RT16, TNK16, [AL19b, KMOR19, RWH17]. versus UYY17, WLWZ19]. weights [GLMPC18]. Vertex [ABK19, BS15b, SSS15, TZK17, Yus17, [HXL19, AHJR18, ALOR19, CEGM16, ZD16a, ZD16b]. well [Bar16b, Zho17]. Fer15, OL16, RMS16, TWM16, WM17a]. well-conditioned [Bar16b]. well-defined Vertex-connectivity [HXL19]. vertical [Zho17]. Weng [Bru16a]. Weyl [FKRS17]. [CJB18]. vertices Weyr [FMM16, OW17]. Where [CPR18, FdC18, FJ19, QKP16]. via [Beh17, BF15, CR19a]. Which [ZLS17, [BS18a, BA15, BDP+18b, CM17, bCR18, BMN16, EP18a, JDS17, LwW16, PP17b]. CRRY15, CK15b, CS18a, CYD19, CP17, Whitehead [BBMFM17]. whose Col19, CLZ+16b, DKS15, DEH16, FMR19, [BS19a, DTZ16, HL19b, JZ18, JLDS18, FS19b, GX17, HJW19, Hun16, IM19, MHL15, MWT16a, NS15c, OS17, SUY16, LHC15, MAR17, MV16, MN19a, Mes17, Ter18, TW17, WWT18]. width NSCV16, OP16b, PT19, RSS17, Sab18, [CNM19, FHJT19]. Wielandt SSCS16, San15, UZ19, ZSWB16]. view [ABR18, CJ17a, GH16a, LSZ18]. Wiener [JP17, Riv15a]. views [BBT15]. Vladimir [BBdH16, BBdH18, JS18b]. Wigner

50 [IT18, Ngu18]. Wildness References [BP19b, FKPS18, FGS19]. Williamson Adhikari:2016:SPP [IGW17]. Williford [BM19a]. windmill [Koo19]. Wirtinger [LZQ19]. [AA16] Bibhas Adhikari and Raﬁkul Wirtinger-Northcott [LZQ19]. wise Alam. Structured Procrust’s [AG17]. Wishart [ME15]. without problem. Linear Algebra and [Eve18, GH19, SUY16, WZZ19]. witnesses its Applications, 490(??): [JP18]. Wold [BBEE18]. Wold-type 145–161, February 1, 2016. [BBEE18]. Wong [NP15b]. Woodbury CODEN LAAPAW. ISSN [ACM15]. work [Pan15a]. World 0024-3795 (print), 1873-1856 [Bru16a, Tsa16b]. Wreath (electronic). URL http:/ [DD17a, MX16, Xu17a]. ‘Wrong’ [AL18]. /www.sciencedirect.com/ WST [BC19b]. WST-decomposition science/article/pii/S0024379515006217. [BC19b]. Wu [CDR+19, Lee15b]. Wuwen [AB15b]. Ayupov:2017:LDA [AA17] Shavkat Ayupov and Farhod- Xiao [Bru16a]. Xiao-Qing [Bru16a]. jon Arzikulov. 2-local deriva- Xingzhi [Zha15a]. tions on associative and Jor- dan matrix rings over com- Yakubovich [RRV15]. Yamazaki mutative rings. Linear Al- [DDF17a]. Yang [SS18]. years [CRS15]. gebra and its Applications, yielding [Alf18a]. yields [DTZ16]. Young 522(??):28–50, June 1, 2017. [MN15, SS19]. CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 Zero [ALH15, BDDO16, Gao18, Lin19, TD15, (electronic). URL http:/ AJPS16, BES16, Ben18, BOvdD17, Bot16a, /www.sciencedirect.com/ Bot16b, CW18a, EJ17, FMY16, FWB+19, science/article/pii/S0024379517300885. FGG+18, HLPS19, Hil17b, HL19b, KL19a, Lin16a, MM17b, MS16c, Nom15b, PM15b, Afshari:2019:SRL Ram16, Shi16g, Shi17b, SW18a, Wan15a, WMC15]. zero-diagonal [Nom15b]. zero- [AA19] B. Afshari and S. Ak- divisor [Wan15a]. Zero-nonzero [Gao18, bari. Some results on the BOvdD17, FGG+18, MM17b, Shi17b]. ze- Laplacian Spread Conjec- ros [AO18, BBP19, Cas19, CMQV16, HK19a, ture. Linear Algebra and PW18]. zeta [DM15, KMS16, KMMS19, its Applications, 574(??):22– Som17, TH16a]. Zhan [Zha15a]. Zhang 29, August 1, 2019. CO- [QWW18, UZ19]. zigzag [DDMV16]. Zus- DEN LAAPAW. ISSN manovich [LCWZ19, ZLLL18]. 0024-3795 (print), 1873-1856 (electronic). URL http:/ /www.sciencedirect.com/ science/article/pii/S0024379519300977. Aalipour:2016:DSG

[AAB+16] Ghodratollah Aalipour, Aida

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71 tary divisors. Linear Alge- ear Algebra and its Ap- bra and its Applications, 513 plications, 466(??):307–328, (??):1–32, January 15, 2017. February 1, 2015. CO- CODEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516304621. science/article/pii/S0024379514006983.

Albania:2017:SFO Anonymous:2015:EBa [AN17] Imam Nugraha Albania and Masaru Nagisa. Some fam- [Ano15a] Anonymous. Editorial ilies of operator norm in- Board. Linear Algebra and equalities. Linear Alge- its Applications, 464(??):ii– bra and its Applications, iii, January 1, 2015. CO- 534(??):102–121, December DEN LAAPAW. ISSN 1, 2017. CODEN LAA- 0024-3795 (print), 1873-1856 PAW. ISSN 0024-3795 (electronic). URL http:/ (print), 1873-1856 (elec- /www.sciencedirect.com/ tronic). URL http:// science/article/pii/S0024379514006697. www.sciencedirect.com/ science/article/pii/S0024379517303944. Anonymous:2015:EBb Aron:2017:OEH [Ano15b] Anonymous. Editorial Board. Linear Algebra and [ANAPSR17] R. M. Aron, D. Núñez- its Applications, 465(??):ii– Alarcón, D. M. Pelle- iii, January 15, 2015. CO- grino, and D. M. Serrano- DEN LAAPAW. ISSN Rodr´ıguez. Optimal expo- 0024-3795 (print), 1873-1856 nents for Hardy–Littlewood (electronic). URL http:/ inequalities for m-linear op- /www.sciencedirect.com/ erators. Linear Algebra and science/article/pii/S0024379514007071. its Applications, 531(??): 399–422, October 15, 2017. Anonymous:2015:EBc CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 [Ano15c] Anonymous. Editorial (electronic). URL http:/ Board. Linear Algebra and /www.sciencedirect.com/ its Applications, 466(??):ii– science/article/pii/S0024379517303713. iii, February 1, 2015. CO- Andruchow:2015:PPS DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 [And15] Esteban Andruchow. Parametriz- (electronic). URL http:/ ing projections with self- /www.sciencedirect.com/ adjoint operators. Lin- science/article/pii/S0024379514007423.

72 Anonymous:2015:EBd Anonymous:2015:EBh [Ano15d] Anonymous. Editorial [Ano15h] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 467(??): its Applications, 473(??):ii– ii–iii, February 15, 2015. iii, May 15, 2015. CO- CODEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379514007848. science/article/pii/S002437951500244X. Anonymous:2015:EBe Anonymous:2015:EBi [Ano15e] Anonymous. Editorial [Ano15i] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 468(??):ii– its Applications, 474(??):ii– iii, March 1, 2015. CO- iii, June 1, 2015. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379514008076. science/article/pii/S0024379515001615. Anonymous:2015:EBf Anonymous:2015:EBj [Ano15f] Anonymous. Editorial [Ano15j] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 469(??):ii– its Applications, 475(??):ii– iii, March 15, 2015. CO- iii, June 15, 2015. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379515000051. science/article/pii/S0024379515001743. Anonymous:2015:EBg Anonymous:2015:EBk [Ano15g] Anonymous. Editorial [Ano15k] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 472(??):ii– its Applications, 476(??):ii– iii, May 1, 2015. CO- iii, July 1, 2015. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S002437951500107X. science/article/pii/S0024379515001962.

73 Anonymous:2015:EBl Anonymous:2015:EBp [Ano15l] Anonymous. Editorial [Ano15p] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 477(??):ii– its Applications, 481(??): iii, July 15, 2015. CO- ii–iii, September 15, 2015. DEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379515002281. science/article/pii/S0024379515003341. Anonymous:2015:EBm Anonymous:2015:EBq [Ano15m] Anonymous. Editorial [Ano15q] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 478(??):ii– its Applications, 482(??):ii– iii, August 1, 2015. CO- iii, October 1, 2015. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379515002694. science/article/pii/S0024379515003882. Anonymous:2015:EBn Anonymous:2015:EBr [Ano15n] Anonymous. Editorial [Ano15r] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 479(??):ii– its Applications, 483(??):ii– iii, August 15, 2015. CO- iii, October 15, 2015. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S002437951500302X. science/article/pii/S0024379515004188. Anonymous:2015:EBo Anonymous:2015:EBs [Ano15o] Anonymous. Editorial [Ano15s] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 480(??): its Applications, 484(??): ii–iii, September 1, 2015. ii–iii, November 1, 2015. CODEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379515003183. science/article/pii/S0024379515004644.

74 Anonymous:2015:EBt CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 [Ano15t] Anonymous. Editorial (electronic). URL http:/ Board. Linear Algebra and /www.sciencedirect.com/ its Applications, 485(??): science/article/pii/S0024379516301562. ii–iii, November 15, 2015. See [BMVW16]. CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 Anonymous:2016:EBa (electronic). URL http:/ [Ano16b] Anonymous. Editorial /www.sciencedirect.com/ Board. Linear Algebra and science/article/pii/S0024379515005005. its Applications, 488(??):ii– Anonymous:2015:EBu iii, January 1, 2016. CO- DEN LAAPAW. ISSN [Ano15u] Anonymous. Editorial 0024-3795 (print), 1873-1856 Board. Linear Algebra and (electronic). URL http:/ its Applications, 486(??): /www.sciencedirect.com/ ii–iii, December 1, 2015. science/article/pii/S0024379515006369. CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 Anonymous:2016:EBb (electronic). URL http:/ /www.sciencedirect.com/ [Ano16c] Anonymous. Editorial science/article/pii/S0024379515005480. Board. Linear Algebra and its Applications, 489(??):ii– Anonymous:2015:EBv iii, January 15, 2016. CO- [Ano15v] Anonymous. Editorial DEN LAAPAW. ISSN Board. Linear Algebra and 0024-3795 (print), 1873-1856 its Applications, 487(??): (electronic). URL http:/ ii–iii, December 15, 2015. /www.sciencedirect.com/ CODEN LAAPAW. ISSN science/article/pii/S0024379515006515. 0024-3795 (print), 1873-1856 Anonymous:2016:EBc (electronic). URL http:/ /www.sciencedirect.com/ [Ano16d] Anonymous. Editorial science/article/pii/S0024379515005807. Board. Linear Algebra and its Applications, 490(??):ii– Anonymous:2016:CSS iii, February 1, 2016. CO- [Ano16a] Anonymous. Corrigendum DEN LAAPAW. ISSN to “Structured Numerical 0024-3795 (print), 1873-1856 Linear and Multilinear Al- (electronic). URL http:/ gebra: Analysis, Algorithms /www.sciencedirect.com/ and Applications” [Linear science/article/pii/S0024379515006874. Algebra Appl. 502 (2016) 1– Anonymous:2016:EBd 4]. Linear Algebra and its Applications, 504(??):623– [Ano16e] Anonymous. Editorial 624, September 1, 2016. Board. Linear Algebra and

75 its Applications, 491(??): Anonymous:2016:EBh ii–iii, February 15, 2016. CODEN LAAPAW. ISSN [Ano16i] Anonymous. Editorial 0024-3795 (print), 1873-1856 Board. Linear Algebra and (electronic). URL http:/ its Applications, 495(??):ii– /www.sciencedirect.com/ iii, April 15, 2016. CO- science/article/pii/S0024379515007363. DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 (electronic). URL Anonymous:2016:EBe http:/ /www.sciencedirect.com/ science/article/pii/S0024379516001051. [Ano16f] Anonymous. Editorial Board. Linear Algebra and Anonymous:2016:EBi its Applications, 492(??):ii– [Ano16j] Anonymous. Editorial iii, March 1, 2016. CO- Board. Linear Algebra and DEN LAAPAW. ISSN its Applications, 496(??):ii– 0024-3795 (print), 1873-1856 iii, May 1, 2016. CO- (electronic). URL http:/ DEN LAAPAW. ISSN /www.sciencedirect.com/ 0024-3795 (print), 1873-1856 science/article/pii/S0024379515007478. (electronic). URL http:/ /www.sciencedirect.com/ Anonymous:2016:EBf science/article/pii/S0024379516001324.

[Ano16g] Anonymous. Editorial Anonymous:2016:EBj Board. Linear Algebra and [Ano16k] Anonymous. Editorial its Applications, 493(??):ii– Board. Linear Algebra and iii, March 15, 2016. CO- its Applications, 497(??):ii– DEN LAAPAW. ISSN iii, May 15, 2016. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379516000392. /www.sciencedirect.com/ science/article/pii/S0024379516001506. Anonymous:2016:EBg Anonymous:2016:EBk [Ano16h] Anonymous. Editorial [Ano16l] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 494(??):ii– its Applications, 498(??):ii– iii, April 1, 2016. CO- iii, June 1, 2016. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516000768. science/article/pii/S0024379516300155.

76 Anonymous:2016:EBl Anonymous:2016:EBp [Ano16m] Anonymous. Editorial [Ano16q] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 499(??):ii– its Applications, 503(??):ii– iii, June 15, 2016. CO- iii, August 15, 2016. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516300283. science/article/pii/S0024379516301380. Anonymous:2016:EBm Anonymous:2016:EBq [Ano16n] Anonymous. Editorial [Ano16r] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 500(??):ii– its Applications, 504(??): iii, July 1, 2016. CO- ii–iii, September 1, 2016. DEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516300568. science/article/pii/S0024379516301653. Anonymous:2016:EBn Anonymous:2016:EBr [Ano16o] Anonymous. Editorial [Ano16s] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 501(??):ii– its Applications, 505(??): iii, July 15, 2016. CO- ii–iii, September 15, 2016. DEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516300817. science/article/pii/S0024379516301902. Anonymous:2016:EBo Anonymous:2016:EBs [Ano16p] Anonymous. Editorial [Ano16t] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 502(??):ii– its Applications, 506(??):ii– iii, August 1, 2016. CO- iii, October 1, 2016. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516300994. science/article/pii/S0024379516302853.

77 Anonymous:2016:EBt Anonymous:2016:EBx [Ano16u] Anonymous. Editorial [Ano16y] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 507(??):ii– its Applications, 511(??): iii, October 15, 2016. CO- ii–iii, December 15, 2016. DEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516303433. science/article/pii/S0024379516304712. Anonymous:2016:EBu Anonymous:2017:EBa [Ano16v] Anonymous. Editorial [Ano17a] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 508(??): its Applications, 512(??):ii– ii–iii, November 1, 2016. iii, January 1, 2017. CO- CODEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516303688. science/article/pii/S002437951630502X. Anonymous:2016:EBv Anonymous:2017:EBb [Ano16w] Anonymous. Editorial [Ano17b] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 509(??): its Applications, 513(??):ii– ii–iii, November 15, 2016. iii, January 15, 2017. CO- CODEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516304037. science/article/pii/S0024379516305341. Anonymous:2016:EBw Anonymous:2017:EBc [Ano16x] Anonymous. Editorial [Ano17c] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 510(??): its Applications, 515(??): ii–iii, December 1, 2016. ii–iii, February 15, 2017. CODEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516304396. science/article/pii/S0024379516305948.

78 Anonymous:2017:EBd Anonymous:2017:EBh [Ano17d] Anonymous. Editorial [Ano17h] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 516(??):ii– its Applications, 520(??):ii– iii, March 1, 2017. CO- iii, May 1, 2017. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379516306206. science/article/pii/S0024379517301003. Anonymous:2017:EBe Anonymous:2017:EBi [Ano17e] Anonymous. Editorial [Ano17i] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 517(??):ii– its Applications, 521(??):ii– iii, March 15, 2017. CO- iii, May 15, 2017. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517300046. science/article/pii/S0024379517301106. Anonymous:2017:EBf Anonymous:2017:EBj [Ano17f] Anonymous. Editorial [Ano17j] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 518(??):ii– its Applications, 522(??):ii– iii, April 1, 2017. CO- iii, June 1, 2017. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517300320. science/article/pii/S0024379517301428. Anonymous:2017:EBg Anonymous:2017:EBk [Ano17g] Anonymous. Editorial [Ano17k] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 519(??):ii– its Applications, 523(??):ii– iii, April 15, 2017. CO- iii, June 15, 2017. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517300745. science/article/pii/S0024379517301672.

79 Anonymous:2017:EBl Anonymous:2017:EBp [Ano17l] Anonymous. Editorial [Ano17p] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 524(??):ii– its Applications, 528(??): iii, July 1, 2017. CO- ii–iii, September 1, 2017. DEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517301982. science/article/pii/S0024379517303208. Anonymous:2017:EBm Anonymous:2017:EBq [Ano17m] Anonymous. Editorial [Ano17q] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 525(??):ii– its Applications, 529(??): iii, July 15, 2017. CO- ii–iii, September 15, 2017. DEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517302203. science/article/pii/S0024379517303543. Anonymous:2017:EBn Anonymous:2017:EBr [Ano17n] Anonymous. Editorial [Ano17r] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 526(??):ii– its Applications, 530(??):ii– iii, August 1, 2017. CO- iii, October 1, 2017. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S002437951730246X. science/article/pii/S0024379517304275. Anonymous:2017:EBo Anonymous:2017:EBs [Ano17o] Anonymous. Editorial [Ano17s] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 527(??):ii– its Applications, 531(??):ii– iii, August 15, 2017. CO- iii, October 15, 2017. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517302756. science/article/pii/S0024379517304573.

80 Anonymous:2017:EBt Anonymous:2018:EBa [Ano17t] Anonymous. Editorial [Ano18a] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 532(??): its Applications, 536(??):ii– ii–iii, November 1, 2017. iii, January 1, 2018. CO- CODEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517304779. science/article/pii/S0024379517305839. Anonymous:2017:EBu Anonymous:2018:EBb [Ano17u] Anonymous. Editorial [Ano18b] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 533(??): its Applications, 537(??):ii– ii–iii, November 15, 2017. iii, January 15, 2018. CO- CODEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517305025. science/article/pii/S002437951730602X. Anonymous:2017:EBv Anonymous:2018:EBc [Ano17v] Anonymous. Editorial [Ano18c] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 534(??): its Applications, 538(??): ii–iii, December 1, 2017. iii–iv, February 1, 2018. CODEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517305189. science/article/pii/S0024379517306195. Anonymous:2017:EBw Anonymous:2018:EBd [Ano17w] Anonymous. Editorial [Ano18d] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 535(??): its Applications, 539(??):i, ii–iii, December 15, 2017. February 15, 2018. CO- CODEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517305487. science/article/pii/S0024379517306717.

81 Anonymous:2018:EBe Anonymous:2018:EBi [Ano18e] Anonymous. Editorial [Ano18i] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 539(??):ii, its Applications, 541(??): February 15, 2018. CO- ii, March 15, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517306729. science/article/pii/S0024379518300041. Anonymous:2018:EBf Anonymous:2018:EBj [Ano18f] Anonymous. Editorial [Ano18j] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra its Applications, 540(??): and its Applications, 542 i, March 1, 2018. CO- (??):i, ???? 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517306936. science/article/pii/S0024379518300296. Anonymous:2018:EBg Anonymous:2018:EBk [Ano18g] Anonymous. Editorial [Ano18k] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra its Applications, 540(??): and its Applications, 542 ii, March 1, 2018. CO- (??):ii, ???? 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517306948. science/article/pii/S0024379518300302. Anonymous:2018:EBh Anonymous:2018:EBl [Ano18h] Anonymous. Editorial [Ano18l] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 541(??): its Applications, 543(??): i, March 15, 2018. CO- i, April 15, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S002437951830003X. science/article/pii/S0024379518300624.

82 Anonymous:2018:EBm Anonymous:2018:EBq [Ano18m] Anonymous. Editorial [Ano18q] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 543(??): its Applications, 545(??): ii, April 15, 2018. CO- ii, May 15, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518300636. science/article/pii/S0024379518300946. Anonymous:2018:EBn Anonymous:2018:EBr [Ano18n] Anonymous. Editorial [Ano18r] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 544(??): its Applications, 546(??): i, May 1, 2018. CO- i, June 1, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S002437951830079X. science/article/pii/S0024379518301125. Anonymous:2018:EBo Anonymous:2018:EBs [Ano18o] Anonymous. Editorial [Ano18s] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 544(??): its Applications, 546(??): ii, May 1, 2018. CO- ii, June 1, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518300806. science/article/pii/S0024379518301137. Anonymous:2018:EBp Anonymous:2018:EBt [Ano18p] Anonymous. Editorial [Ano18t] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 545(??): its Applications, 547(??): i, May 15, 2018. CO- i, June 15, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518300934. science/article/pii/S0024379518301666.

83 Anonymous:2018:EBu Anonymous:2018:EBy [Ano18u] Anonymous. Editorial [Ano18y] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 547(??): its Applications, 549(??): ii, June 15, 2018. CO- ii, July 15, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518301678. science/article/pii/S0024379518301897. Anonymous:2018:EBv Anonymous:2018:EBz [Ano18v] Anonymous. Editorial [Ano18z] Anonymous. Editorial Board. Linear Algebra board. Linear Algebra and and its Applications, 548 its Applications, 550(??): (??):i, July 1, 2018. CO- i, August 1, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S002437951830171X. science/article/pii/S0024379518302027. Anonymous:2018:EBw Anonymous:2018:EBaa [Ano18w] Anonymous. Editorial [Ano18-27] Anonymous. Editorial Board. Linear Algebra and board. Linear Algebra and its Applications, 548(??): its Applications, 550(??): ii, July 1, 2018. CO- ii, August 1, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518301721. science/article/pii/S0024379518302039. Anonymous:2018:EBx Anonymous:2018:EBab [Ano18x] Anonymous. Editorial [Ano18-28] Anonymous. Editorial Board. Linear Algebra and board. Linear Algebra and its Applications, 549(??): its Applications, 551(??): i, July 15, 2018. CO- i, August 15, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518301885. science/article/pii/S0024379518302283.

84 Anonymous:2018:EBac Anonymous:2018:EBag [Ano18-29] Anonymous. Editorial [Ano18-33] Anonymous. Editorial board. Linear Algebra and Board. Linear Algebra and its Applications, 551(??): its Applications, 553(??):ii, ii, August 15, 2018. CO- September 15, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518302295. science/article/pii/S0024379518302787. Anonymous:2018:EBad Anonymous:2018:EBah [Ano18-30] Anonymous. Editorial [Ano18-34] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 552(??):i, its Applications, 554(??): September 1, 2018. CO- i, October 1, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518302489. science/article/pii/S0024379518303355. Anonymous:2018:EBae Anonymous:2018:EBai [Ano18-31] Anonymous. Editorial [Ano18-35] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 552(??):ii, its Applications, 554(??): September 1, 2018. CO- ii, October 1, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518302490. science/article/pii/S0024379518303367. Anonymous:2018:EBaf Anonymous:2018:EBaj [Ano18-32] Anonymous. Editorial [Ano18-36] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 553(??):i, its Applications, 555(??):i, September 15, 2018. CO- October 15, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518302775. science/article/pii/S0024379518303628.

85 Anonymous:2018:EBak Anonymous:2018:EBao

[Ano18-37] Anonymous. Editorial [Ano18-41] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 555(??):ii, its Applications, 558(??):ii, October 15, 2018. CO- December 1, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S002437951830363X. science/article/pii/S0024379518304385. Anonymous:2018:EBal Anonymous:2018:EBap [Ano18-38] Anonymous. Editorial [Ano18-42] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 556(??):i, its Applications, 559(??):i, November 1, 2018. CO- December 15, 2018. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379518303914. science/article/pii/S0024379518304543. Anonymous:2018:EBam Anonymous:2018:EBaq [Ano18-39] Anonymous. Editorial Board. Linear Algebra and [Ano18-43] Anonymous. Editorial its Applications, 556(??):ii, Board. Linear Algebra and November 1, 2018. CO- its Applications, 559(??):ii, DEN LAAPAW. ISSN December 15, 2018. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379518303926. /www.sciencedirect.com/ science/article/pii/S0024379518304555. Anonymous:2018:EBan Anonymous:2018:NEC [Ano18-40] Anonymous. Editorial Board. Linear Algebra and [Ano18-44] Anonymous. Note from its Applications, 558(??):i, the Editors-in-Chief. Lin- December 1, 2018. CO- ear Algebra and its Ap- DEN LAAPAW. ISSN plications, 538(??):Page i, 0024-3795 (print), 1873-1856 February 1, 2018. CO- (electronic). URL http:/ DEN LAAPAW. ISSN /www.sciencedirect.com/ 0024-3795 (print), 1873-1856 science/article/pii/S0024379518304373. (electronic). URL http:/

86 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379517306262. /www.sciencedirect.com/ science/article/pii/S0024379518305032. Anonymous:2019:EBa Anonymous:2019:EBe [Ano19a] Anonymous. Editorial Board. Linear Algebra and [Ano19e] Anonymous. Editorial its Applications, 560(??): Board. Linear Algebra and i, January 1, 2019. CO- its Applications, 562(??):i, DEN LAAPAW. ISSN February 1, 2019. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379518304877. /www.sciencedirect.com/ science/article/pii/S0024379518305202. Anonymous:2019:EBb Anonymous:2019:EBf [Ano19b] Anonymous. Editorial Board. Linear Algebra and [Ano19f] Anonymous. Editorial its Applications, 560(??): Board. Linear Algebra and ii, January 1, 2019. CO- its Applications, 562(??):ii, DEN LAAPAW. ISSN February 1, 2019. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379518304889. /www.sciencedirect.com/ science/article/pii/S0024379518305214. Anonymous:2019:EBc Anonymous:2019:EBg [Ano19c] Anonymous. Editorial Board. Linear Algebra and [Ano19g] Anonymous. Editorial its Applications, 561(??):i, Board. Linear Algebra and January 15, 2019. CO- its Applications, 563(??):i, DEN LAAPAW. ISSN February 15, 2019. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379518305020. /www.sciencedirect.com/ science/article/pii/S0024379518305639. Anonymous:2019:EBd Anonymous:2019:EBh [Ano19d] Anonymous. Editorial Board. Linear Algebra and [Ano19h] Anonymous. Editorial its Applications, 561(??):ii, Board. Linear Algebra and January 15, 2019. CO- its Applications, 563(??):ii, DEN LAAPAW. ISSN February 15, 2019. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN

87 0024-3795 (print), 1873-1856 ii, March 15, 2019. CO- (electronic). URL http:/ DEN LAAPAW. ISSN /www.sciencedirect.com/ 0024-3795 (print), 1873-1856 science/article/pii/S0024379518305640. (electronic). URL http:/ /www.sciencedirect.com/ Anonymous:2019:EBi science/article/pii/S0024379519300102. [Ano19i] Anonymous. Editorial Anonymous:2019:EBm Board. Linear Algebra and its Applications, 564(??): [Ano19m] Anonymous. Editorial i, March 1, 2019. CO- Board. Linear Algebra and DEN LAAPAW. ISSN its Applications, 567(??): 0024-3795 (print), 1873-1856 i, April 15, 2019. CO- (electronic). URL http:/ DEN LAAPAW. ISSN /www.sciencedirect.com/ 0024-3795 (print), 1873-1856 science/article/pii/S0024379518305871. (electronic). URL http:/ /www.sciencedirect.com/ Anonymous:2019:EBj science/article/pii/S0024379519300540.

[Ano19j] Anonymous. Editorial Anonymous:2019:EBn Board. Linear Algebra and [Ano19n] Anonymous. Editorial its Applications, 564(??): Board. Linear Algebra and ii, March 1, 2019. CO- its Applications, 567(??): DEN LAAPAW. ISSN ii, April 15, 2019. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379518305883. /www.sciencedirect.com/ Anonymous:2019:EBk science/article/pii/S0024379519300552.

[Ano19k] Anonymous. Editorial Anonymous:2019:EBo Board. Linear Algebra and [Ano19o] Anonymous. Editorial its Applications, 565(??): Board. Linear Algebra and i, March 15, 2019. CO- its Applications, 568(??): DEN LAAPAW. ISSN i, May 1, 2019. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379519300096. /www.sciencedirect.com/ science/article/pii/S0024379519300710. Anonymous:2019:EBl Anonymous:2019:EBp [Ano19l] Anonymous. Editorial Board. Linear Algebra and [Ano19p] Anonymous. Editorial its Applications, 565(??): Board. Linear Algebra and

88 its Applications, 568(??): Anonymous:2019:EBt ii, May 1, 2019. CO- DEN LAAPAW. ISSN [Ano19t] Anonymous. Editorial 0024-3795 (print), 1873-1856 Board. Linear Algebra and (electronic). URL http:/ its Applications, 570(??): /www.sciencedirect.com/ ii, June 1, 2019. CO- science/article/pii/S0024379519300722. DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 (electronic). URL Anonymous:2019:EBq http:/ /www.sciencedirect.com/ science/article/pii/S0024379519301077. [Ano19q] Anonymous. Editorial Board. Linear Algebra and Anonymous:2019:EBu its Applications, 569(??): [Ano19u] Anonymous. Editorial i, May 15, 2019. CO- Board. Linear Algebra and DEN LAAPAW. ISSN its Applications, 571(??): 0024-3795 (print), 1873-1856 i, June 15, 2019. CO- (electronic). URL http:/ DEN LAAPAW. ISSN /www.sciencedirect.com/ 0024-3795 (print), 1873-1856 science/article/pii/S0024379519300837. (electronic). URL http:/ /www.sciencedirect.com/ Anonymous:2019:EBr science/article/pii/S0024379519301260.

[Ano19r] Anonymous. Editorial Anonymous:2019:EBv Board. Linear Algebra and [Ano19v] Anonymous. Editorial its Applications, 569(??): Board. Linear Algebra and ii, May 15, 2019. CO- its Applications, 571(??): DEN LAAPAW. ISSN ii, June 15, 2019. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379519300849. /www.sciencedirect.com/ science/article/pii/S0024379519301272. Anonymous:2019:EBs Anonymous:2019:EBw [Ano19s] Anonymous. Editorial [Ano19w] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra its Applications, 570(??): and its Applications, 572 i, June 1, 2019. CO- (??):i, July 1, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519301065. science/article/pii/S0024379519301417.

89 Anonymous:2019:EBx Anonymous:2019:EBab [Ano19x] Anonymous. Editorial [Ano19-28] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 572(??): its Applications, 574(??): ii, July 1, 2019. CO- ii, August 1, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519301429. science/article/pii/S0024379519301752. Anonymous:2019:EBy Anonymous:2019:EBac [Ano19y] Anonymous. Editorial [Ano19-29] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 573(??): its Applications, 575(??): i, July 15, 2019. CO- i, August 15, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S002437951930151X. science/article/pii/S0024379519301983. Anonymous:2019:EBz Anonymous:2019:EBad [Ano19z] Anonymous. Editorial [Ano19-30] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 573(??): its Applications, 575(??): ii, July 15, 2019. CO- ii, August 15, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519301521. science/article/pii/S0024379519301995. Anonymous:2019:EBaa Anonymous:2019:EBae [Ano19-27] Anonymous. Editorial [Ano19-31] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 574(??): its Applications, 576(??):i, i, August 1, 2019. CO- September 1, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519301740. science/article/pii/S0024379519302149.

90 Anonymous:2019:EBaf Anonymous:2019:EBaj [Ano19-32] Anonymous. Editorial [Ano19-36] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 576(??):ii, its Applications, 579(??):ii, September 1, 2019. CO- October 15, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL https:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519302150. science/article/pii/S0024379519303222. Anonymous:2019:EBag Anonymous:2019:EBak [Ano19-33] Anonymous. Editorial [Ano19-37] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 578(??): its Applications, 580(??):i, i, October 1, 2019. CO- November 1, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL https:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519303039. science/article/pii/S0024379519303453. Anonymous:2019:EBah Anonymous:2019:EBal [Ano19-34] Anonymous. Editorial [Ano19-38] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 578(??): its Applications, 580(??):ii, ii, October 1, 2019. CO- November 1, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL https:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519303040. science/article/pii/S0024379519303465. Anonymous:2019:EBai Anonymous:2019:EBam [Ano19-35] Anonymous. Editorial [Ano19-39] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 579(??):i, its Applications, 581(??):i, October 15, 2019. CO- November 15, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL https:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519303210. science/article/pii/S0024379519303635.

91 Anonymous:2019:EBan Anonymous:2019:EBar

[Ano19-40] Anonymous. Editorial [Ano19-44] Anonymous. Editorial Board. Linear Algebra and Board. Linear Algebra and its Applications, 581(??):ii, its Applications, 583(??):ii, November 15, 2019. CO- December 15, 2019. CO- DEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519303647. science/article/pii/S0024379519304094. Anonymous:2019:EBao Almeida:2016:SMA [Ano19-41] Anonymous. Editorial [ANP16] P. J. Almeida, D. Napp, and Board. Linear Algebra and R. Pinto. Superregular ma- its Applications, 582(??):i, trices and applications to December 1, 2019. CO- convolutional codes. Linear DEN LAAPAW. ISSN Algebra and its Applications, 0024-3795 (print), 1873-1856 499(??):1–25, June 15, 2016. (electronic). URL http:/ CODEN LAAPAW. ISSN /www.sciencedirect.com/ 0024-3795 (print), 1873-1856 science/article/pii/S0024379519303830. (electronic). URL http:/ Anonymous:2019:EBap /www.sciencedirect.com/ science/article/pii/S0024379516001464. [Ano19-42] Anonymous. Editorial Board. Linear Algebra and Abu-Omar:2018:SRI its Applications, 582(??):ii, December 1, 2019. CO- [AO18] Amer Abu-Omar. Spec- DEN LAAPAW. ISSN tral radius inequalities for 0024-3795 (print), 1873-1856 sums of operators with an (electronic). URL http:/ application to the problem /www.sciencedirect.com/ of bounding the zeros of science/article/pii/S0024379519303842. polynomials. Linear Alge- bra and its Applications, 550 Anonymous:2019:EBaq (??):28–36, August 1, 2018. [Ano19-43] Anonymous. Editorial CODEN LAAPAW. ISSN Board. Linear Algebra and 0024-3795 (print), 1873-1856 its Applications, 583(??):i, (electronic). URL http:/ December 15, 2019. CO- /www.sciencedirect.com/ DEN LAAPAW. ISSN science/article/pii/S0024379518301435. 0024-3795 (print), 1873-1856 Abu-Omar:2015:NRI (electronic). URL http:/ /www.sciencedirect.com/ [AOK15] Amer Abu-Omar and Fuad science/article/pii/S0024379519304082. Kittaneh. Numerical radius

92 inequalities for n × n oper- 256–273, August 1, 2015. ator matrices. Linear Alge- CODEN LAAPAW. ISSN bra and its Applications, 468 0024-3795 (print), 1873-1856 (??):18–26, March 1, 2015. (electronic). URL http:/ CODEN LAAPAW. ISSN /www.sciencedirect.com/ 0024-3795 (print), 1873-1856 science/article/pii/S0024379515002177. (electronic). URL http:/ /www.sciencedirect.com/ Andrade:2017:AEI science/article/pii/S0024379513006423[APR+17]. Enide Andrade, Pamela Abu-Omar:2019:GNR Pizarro, Mar´ıa Robbiano, B. San Mart´ın, and Kather- [AOK19] Amer Abu-Omar and Fuad ine Tapia. Applications of Kittaneh. A generaliza- Estrada indices and energy tion of the numerical ra- to a family of compound dius. Linear Algebra and graphs. Linear Algebra and its Applications, 569(??): its Applications, 532(??): 323–334, May 15, 2019. 162–178, November 1, 2017. CODEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379519300436. science/article/pii/S0024379517303993. Araujo:2015:LBC Alfaro:2018:NMP

[AP15a] Gustavo Ara´ujo and Daniel [APS18] Jaime H. Alfaro, Germain Pellegrino. Lower bounds Past´en, and Ricardo L. Soto. for the complex polyno- On nonnegative matrices mial Hardy–Littlewood in- with prescribed eigenvalues equality. Linear Algebra and diagonal entries. Lin- and its Applications, 474 ear Algebra and its Ap- (??):184–191, June 1, 2015. plications, 556(??):400–420, CODEN LAAPAW. ISSN November 1, 2018. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379515001172. /www.sciencedirect.com/ science/article/pii/S0024379518303513. Atik:2015:DSD Aretaki:2017:ETT [AP15b] Fouzul Atik and Pratima Panigrahi. On the distance [APT17] Aik. Aretaki, P. Psar- spectrum of distance regular rakos, and M. Tsatsomeros. graphs. Linear Algebra and The envelope of tridiago- its Applications, 478(??): nal Toeplitz matrices and

93 block-shift matrices. Lin- (??):156–164, April 1, 2016. ear Algebra and its Ap- CODEN LAAPAW. ISSN plications, 532(??):60–85, 0024-3795 (print), 1873-1856 November 1, 2017. CO- (electronic). URL http:/ DEN LAAPAW. ISSN /www.sciencedirect.com/ 0024-3795 (print), 1873-1856 science/article/pii/S0024379516000100. (electronic). URL http:/ /www.sciencedirect.com/ Aghamollaei:2018:QNR science/article/pii/S002437951730383X[AR18]. Gholamreza Aghamollaei Adin:2015:MCD and Meysam Rahjoo. On quaternionic numerical ranges [AR15a] Ron M. Adin and Yuval with respect to nonstandard Roichman. Matrices, char- involutions. Linear Alge- acters and descents. Lin- bra and its Applications, 540 ear Algebra and its Ap- (??):11–25, March 1, 2018. plications, 469(??):381–418, CODEN LAAPAW. ISSN March 15, 2015. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379517306419. /www.sciencedirect.com/ science/article/pii/S0024379514007630. Agudelo:2018:UBT Arambasic:2015:OPS [ARR18] Natalia Agudelo, Juan Rada, and Mauricio Rivera. [AR15b] Ljiljana ArambasićandRa- Upper bound for the trace jna Rajić. Operators pre- norm of the Laplacian ma- serving the strong Birkhoff– trix of a digraph and nor- James orthogonality on mally regular digraphs. Lin- B(H). Linear Algebra and ear Algebra and its Ap- its Applications, 471(??): plications, 552(??):194–209, 394–404, April 15, 2015. September 1, 2018. CO- CODEN LAAPAW. ISSN DEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379515000403. science/article/pii/S0024379518302167. Agudelo:2016:LBN Adiga:2016:MAM

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96 Arav:2016:ISS Altinisik:2017:NDL

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180 0024-3795 (print), 1873-1856 tal identity, equivalently (electronic). URL http:/ Muir’s law of extensible mi- /www.sciencedirect.com/ nors be generalized? Lin- science/article/pii/S0024379517300678. ear Algebra and its Ap- plications, 482(??):70–83, daCruz:2017:MDS October 1, 2015. CO- [dCDFK17] Henrique F. da Cruz, Gre- DEN LAAPAW. ISSN gor Dolinar, Rosário Fer- 0024-3795 (print), 1873-1856 nandes, and Bojan Kuzma. (electronic). URL http:/ Maximal doubly stochastic /www.sciencedirect.com/ matrix centralizers. Lin- science/article/pii/S0024379515003092. ear Algebra and its Ap- daCruz:2017:MMB plications, 532(??):387–396, November 1, 2017. CO- [dCFF17] Henrique F. da Cruz, DEN LAAPAW. ISSN Rosário Fernandes, and Su- 0024-3795 (print), 1873-1856 sana Furtado. Minimal ma- (electronic). URL http:/ trices in the Bruhat or- /www.sciencedirect.com/ der for symmetric (0, 1)- science/article/pii/S0024379517303932. matrices. Linear Algebra and See correction [dCDFK18]. its Applications, 530(??): 160–184, October 1, 2017. daCruz:2018:CSM CODEN LAAPAW. ISSN [dCDFK18] Henrique F. da Cruz, Gre- 0024-3795 (print), 1873-1856 gor Dolinar, Rosário Fer- (electronic). URL http:/ nandes, and Bojan Kuzma. /www.sciencedirect.com/ Corrigendum to “Maximal science/article/pii/S0024379517303026. doubly stochastic matrix DeVos:2016:BTU centralizers” [Linear Alge- bra Appl. 532 (2017) 387– [DD16a] Alexis De Vos and Stijn 396]. Linear Algebra and De Baerdemacker. The its Applications, 555(??): Birkhoff theorem for uni- 432–433, October 15, 2018. tary matrices of prime di- CODEN LAAPAW. ISSN mension. Linear Algebra and 0024-3795 (print), 1873-1856 its Applications, 493(??): (electronic). URL http:/ 455–468, March 15, 2016. /www.sciencedirect.com/ CODEN LAAPAW. ISSN science/article/pii/S002437951830346X. 0024-3795 (print), 1873-1856 See [dCDFK17]. (electronic). URL http:/ /www.sciencedirect.com/ deCamargo:2015:CSD science/article/pii/S0024379515007156. [dCdSA15] André Pierro de Camargo Djikic:2016:CPE and Felipe da Silva Alves. Can Sylvester’s determinan- [DD16b] Marko S. DjikićandDra-

181 gan S. Djordjevi´c. Co- polyadic decomposition of herent and precoherent el- third-order tensors: Relaxed ements in Rickart *-rings. uniqueness conditions and Linear Algebra and its Ap- algebraic algorithm. Lin- plications, 509(??):64–81, ear Algebra and its Ap- November 15, 2016. CO- plications, 513(??):342–375, DEN LAAPAW. ISSN January 15, 2017. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379516302932. /www.sciencedirect.com/ science/article/pii/S002437951630492X. DAngeli:2017:WPM

[DD17a] Daniele D’Angeli and Al- Dmytryshyn:2018:GSS fredo Donno. Wreath product of matrices. Lin- [DD18] Andrii Dmytryshyn and ear Algebra and its Ap- Froilán M. Dopico. Generic plications, 513(??):276–303, skew-symmetric matrix poly- January 15, 2017. CO- nomials with fixed rank DEN LAAPAW. ISSN and fixed odd grade. Lin- 0024-3795 (print), 1873-1856 ear Algebra and its Appli- (electronic). URL http:/ cations, 536(??):1–18, Jan- /www.sciencedirect.com/ uary 1, 2018. CODEN science/article/pii/S0024379516304967. LAAPAW. ISSN 0024-3795 (print), 1873-1856 (elec- Dmytryshyn:2017:GCE tronic). URL http:// [DD17b] Andrii Dmytryshyn and www.sciencedirect.com/ Froilán M. Dopico. Generic science/article/pii/S0024379517305281. complete eigenstructures for sets of matrix polynomials DeVos:2019:BTU with bounded rank and degree. Linear Algebra and its [DD19] Alexis De Vos and Stijn De Applications, 535(??):213– Baerdemacker. The Birkhoff 230, December 15, 2017. theorem for unitary ma- CODEN LAAPAW. ISSN trices of prime-power di- 0024-3795 (print), 1873-1856 mension. Linear Algebra (electronic). URL http:/ and its Applications, 577 /www.sciencedirect.com/ (??):27–52, October 1, 2019. science/article/pii/S0024379517305293. CODEN LAAPAW. ISSN Domanov:2017:CPD 0024-3795 (print), 1873-1856 (electronic). URL http:/ [DD17c] Ignat Domanov and Lieven /www.sciencedirect.com/ De Lathauwer. Canonical science/article/pii/S0024379519302095.

182 Duﬀner:2016:RNL Dinh:2017:CBL

[DdC16] M. Ant´onia Duﬀner and [DDF17a] Trung Hoa Dinh, Raluca Du- Henrique F. da Cruz. Rank mitru, and Jose A. Franco. nonincreasing linear maps On a conjecture of Bhatia, preserving the determinant Lim and Yamazaki. Lin- of tensor product of ma- ear Algebra and its Ap- trices. Linear Algebra and plications, 532(??):140–145, its Applications, 510(??): November 1, 2017. CO- 186–191, December 1, 2016. DEN LAAPAW. ISSN CODEN LAAPAW. ISSN 0024-3795 (print), 1873-1856 0024-3795 (print), 1873-1856 (electronic). URL http:/ (electronic). URL http:/ /www.sciencedirect.com/ /www.sciencedirect.com/ science/article/pii/S0024379517304044. science/article/pii/S0024379516303585. See [BLY16].

DeBaerdemacker:2017:BTU Dinh:2017:MWP

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225 Fuhr:2018:NFU Fawzi:2017:LCT

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318 Liu:2015:SSC Levene:2016:CSC

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436 Zhang:2018:IAO ity for unitarily invariant norms. Linear Algebra and [Zha18b] Ye Zhang. An identity its Applications, 574(??):60– for (δ, )-approximately or- 66, August 1, 2019. CO- thogonality preserving map- DEN LAAPAW. ISSN pings. Linear Algebra and 0024-3795 (print), 1873-1856 its Applications, 554(??): (electronic). URL http:/ 358–370, October 1, 2018. /www.sciencedirect.com/ CODEN LAAPAW. ISSN science/article/pii/S0024379519301302. 0024-3795 (print), 1873-1856 (electronic). URL http:/ Zhan:2016:MWS /www.sciencedirect.com/ science/article/pii/S0024379518302854[ZHC16]. Xu-Zhou Zhan, Yong-Jian Hu, and Gong-Ning Chen. Zhang:2018:SSN On maximal weight solutions of two matricial mo- [Zha18c] Yun Zhang. Some spec- ment problems in the non- tral norm inequalities on degenerate case. Lin- Hadamard products of non- ear Algebra and its Ap- negative matrices. Lin- plications, 506(??):413–444, ear Algebra and its Ap- October 1, 2016. CO- plications, 556(??):162–170, DEN LAAPAW. ISSN November 1, 2018. CO- 0024-3795 (print), 1873-1856 DEN LAAPAW. ISSN (electronic). URL http:/ 0024-3795 (print), 1873-1856 /www.sciencedirect.com/ (electronic). URL http:/ science/article/pii/S0024379516302002. /www.sciencedirect.com/ science/article/pii/S002437951830329X. Zheng:2019:MMD

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437 Linear Algebra and its Ap- (print), 1873-1856 (elec- plications, 517(??):11–29, tronic). URL http:// March 15, 2017. CO- www.sciencedirect.com/ DEN LAAPAW. ISSN science/article/pii/S0024379516001609. 0024-3795 (print), 1873-1856 (electronic). URL http:/ Zhang:2017:LDI /www.sciencedirect.com/ [ZK17] Xian Zhang and Mykola science/article/pii/S0024379516305870. Khrypchenko. Lie deriva- Zhu:2019:NEC tions of incidence algebras. Linear Algebra and its Ap- [Zhu19] Hao Zhu. A note on eigenval- plications, 513(??):69–83, ues of a class of singular con- January 15, 2017. CO- tinuous and discrete linear DEN LAAPAW. ISSN Hamiltonian systems. Linear 0024-3795 (print), 1873-1856 Algebra and its Applications, (electronic). URL http:/ 570(??):46–60, June 1, 2019. /www.sciencedirect.com/ CODEN LAAPAW. ISSN science/article/pii/S0024379516304840. 0024-3795 (print), 1873-1856 (electronic). URL http:/ Zhang:2017:SUH /www.sciencedirect.com/ [ZKSB17] Wei Zhang, Liying Kang, Er- science/article/pii/S002437951930059X. fang Shan, and Yanqin Bai. Zimmermann:2015:CNA The spectra of uniform hypertrees. Linear Algebra and [Zim15] R. Zimmermann. On the its Applications, 533(??): condition number anomaly 84–94, November 15, 2017. of Gaussian correlation ma- CODEN LAAPAW. ISSN trices. Linear Algebra and 0024-3795 (print), 1873-1856 its Applications, 466(??): (electronic). URL http:/ 512–526, February 1, 2015. /www.sciencedirect.com/ CODEN LAAPAW. ISSN science/article/pii/S002437951730438X. 0024-3795 (print), 1873-1856 (electronic). URL http:/ Zhang:2015:CSL /www.sciencedirect.com/ [ZL15a] Minjie Zhang and Shuchao science/article/pii/S0024379514007174. Li. Corrigendum to “On Zizler:2016:NSC the signless Laplacian spectra of k-trees” [Linear Alge- [Ziz16] Peter Zizler. On non- bra Appl. 467 (2015) 136– stationary cyclic convolu- 148]. Linear Algebra and its tion and combination. Lin- Applications, 485(??):527– ear Algebra and its Appli- 530, November 15, 2015. cations, 499(??):31–42, June CODEN LAAPAW. ISSN 15, 2016. CODEN LAA- 0024-3795 (print), 1873-1856 PAW. ISSN 0024-3795 (electronic). URL http:/

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