Meetings & Conferences of The

Total Page:16

File Type:pdf, Size:1020Kb

Meetings & Conferences of The MEETINGS & CONFERENCES OF THE AMS MAY TABLE OF CONTENTS The Meetings and Conferences section of The most up-to-date meeting and confer- necessary to submit an electronic form, the Notices gives information on all AMS ence information can be found online at: although those who use L ATEX may submit meetings and conferences approved by www.ams.org/meetings/. abstracts with such coding, and all math press time for this issue. Please refer to Important Information About AMS displays and similarily coded material the page numbers cited on this page for Meetings: Potential organizers, (such as accent marks in text) must more detailed information on each event. speakers, and hosts should refer to be typeset in LATEX. Visit www.ams.org/ Invited Speakers and Special Sessions are page 88 in the January 2018 issue of the cgi-bin/abstracts/abstract.pl/. Ques- listed as soon as they are approved by the Notices for general information regard- tions about abstracts may be sent to abs- cognizant program committee; the codes ing participation in AMS meetings and [email protected]. Close attention should be listed are needed for electronic abstract conferences. paid to specified deadlines in this issue. submission. For some meetings the list Abstracts: Speakers should submit ab- Unfortunately, late abstracts cannot be may be incomplete. Information in this stracts on the easy-to-use interactive accommodated. A issue may be dated. Web form. No knowledge of LTEX is MEETINGS IN THIS ISSUE –––––– 2018 –––––––– –––––––– 2020 –––––––– January 15–18 Denver, Colorado p. 629 April 21–22 Boston, Massachusetts p. 620 June 11–14 Shanghai, People's Republic –––––––– 2021 –––––––– of China p. 621 January 6–9 Washington, DC p. 629 September 29–30 Newark, Delaware p. 623 January 5–9 Grenoble, France p. 629 July 19–23 Buenos Aires, Argentina p. 630 October 20–21 Ann Arbor, Michigan p. 624 October 27–28 San Francisco, California p. 625 –––––––– 2022 –––––––– November 3–4 Fayetteville, Arkansas p. 626 January 5–8 Seattle, Washington p. 630 –––––––– 2019 ––––––– January 16–19 Baltimore, Maryland p. 626 –––––––– 2023 –––––––– March 15–17 Auburn, Alabama p. 627 January 4–7 Boston, Massachusetts p. 630 March 22–24 Honolulu, Hawaii p. 627 April 13–14 Hartford, Connecticut p. 627 June 10–13 Quy Nhon City, Vietnam p. 628 September 14–15 Madison, Wisconsin p. 628 October 12–13 Binghamton, New York p. 628 November 2–3 Gainesville, Florida p. 628 November 9–10 Riverside, California p. 629 See www.ams.org/meetings/ for the most up-to-date information on the meetings and conferences that we offer. ASSOCIATE SECRETARIES OF THE AMS Central Section: Georgia Benkart, University of Wisconsin- Southeastern Section: Brian D. Boe, Department of Mathemat- Madison, Department of Mathematics, 480 Lincoln Drive, ics, University of Georgia, 220 D W Brooks Drive, Athens, GA Madison, WI 53706-1388; email: [email protected]; 30602-7403, email: [email protected]; telephone: 706-542- telephone: 608-263-4283. 2547. Eastern Section: Steven H. Weintraub, Department of Math- Western Section: Michel L. Lapidus, Department of Mathemat- ematics, Lehigh University, Bethlehem, PA 18015-3174; email: ics, University of California, Surge Bldg., Riverside, CA 92521- [email protected]; telephone: 610-758-3717. 0135; email: [email protected]; telephone: 951-827-5910. MAY 2018 NOTICES OF THE AMS 619 MEETINGS & CONFERENCES Meetings & Conferences of the AMS IMPORTANT INFORMATION REGARDING MEETINGS PROGRAMS: AMS Sectional Meeting programs do not appear in the print version of the Notices. However, comprehensive and continually updated meeting and program informa- tion with links to the abstract for each talk can be found on the AMS website. See www.ams.org/meetings/. Final programs for Sectional Meetings will be archived on the AMS website accessible from the stated URL . Algebraic, Geometric, and Topological Methods in Com- Boston, binatorics, Florian Frick, Cornell University, and Pablo Soberón, Northeastern University. Massachusetts Algorithmic Group Theory and Applications, Delaram Kahrobaei, City University of New York, and Antonio Northeastern University Tortora, University of Salerno. Analysis and Geometry in Non-smooth Spaces, Nag- April 21–22, 2018 eswari Shanmugalingam and Gareth Speight, University Saturday – Sunday of Cincinnati. Arithmetic Dynamics, Jacqueline M. Anderson, Bridge- Meeting #1139 water State University, Robert Benedetto, Amherst Col- Eastern Section lege, and Joseph H. Silverman, Brown University. Associate secretary: Steven H. Weintraub Arrangements of Hypersurfaces, Graham Denham, Announcement issue of Notices: January 2018 University of Western Ontario, and Alexander I. Suciu, Program first available on AMS website: March 1, 2018 Northeastern University. Issue of Abstracts: Volume 39, Issue 2 Combinatorial Aspects of Nilpotent Orbits, Anthony Iarrobino, Northeastern University, Leila Khatami, Union Deadlines College, and Juliana Tymoczko, Smith College. For organizers: Expired Combinatorial Representation Theory, Laura Colmena- For abstracts: Expired rejo, York University, Ricky Liu, North Carolina State University, and Rosa Orellana, Dartmouth College. The scientific information listed below may be dated. Connections Between Trisections of 4-manifolds and For the latest information, see www.ams.org/amsmtgs/ Low-dimensional Topology, Jeffrey Meier, University of sectional.html. Georgia, and Juanita Pinzon-Caicedó, North Carolina Invited Addresses State University. Discretization in Geometry and Dynamics, Richard Jian Ding, University of Pennsylvania, Random walk, Kenyon, Wai Yeung Lam, and Richard Schwartz, Brown random media and random geometry. University. Edward Frenkel, University of California, Berkeley, Dynamical systems, Geometric Structures and Special Imagination and knowledge (Einstein Public Lecture in Functions, Alessandro Arsie, University of Toledo, and Mathematics). Oksana Bihun, University of Colorado, Colorado Springs. Valentino Tosatti, Northwestern University, Metric limits of Calabi-Yau manifolds. Effective Behavior in Random Environments, Jessica Maryna Viazovska, École Polytechnique Fédérale de Lin, McGill University, and Charles Smart, University of Lausanne, The sphere packings and modular forms. Chicago. Algebraic Number Theory, Michael Bush, Washington Ergodic Theory and Dynamics in Combinatorial Number and Lee University, Farshid Hajir, University of Mas- Theory, Stanley Eigen and Daniel Glasscock, Northeastern sachusetts, and Christian Maire, Université Bourgogne University, and Vidhu Prasad, University of Massachu- Franche-Comté. setts, Lowell. Algebraic Statistics, Kaie Kubjas and Elina Robeva, Extremal Graph Theory and Quantum Walks on Graphs, Massachusetts Institute of Technology. Sebastian Cioab˘a, University of Delaware, Mark Kempton, 620 NOTICES OF THE AMS VOLUME 65, NUMBER 5 MEETINGS & CONFERENCES Harvard University, Gabor Lippner, Northeastern Univer- Relations Between the History and Pedagogy of Math- sity, and Michael Tait, Carnegie Mellon University. ematics, Amy Ackerberg-Hastings, and David L. Roberts, Facets of Symplectic Geometry and Topology, Tara Prince George’s Community College. Holm, Cornell University, Jo Nelson, Columbia University, Singularities of Spaces and Maps, Terence Gaffney and and Jonathan Weitsman, Northeastern University. David Massey, Northeastern University. Geometries Defined by Differential Forms, Mahir Bilen The Analysis of Dispersive Equations, Marius Beceanu, Can, Tulane University, Sergey Grigorian, University of University at Albany, and Andrew Lawrie, Massachusetts Texas Rio Grande Valley, and Sema Salur, University of Institute of Technology. Rochester. The Gaussian Free Field and Random Geometry, Jian Geometry and Analysis of Fluid Equations, Robert Ding, University of Pennsylvania, and Vadim Gorin, Mas- McOwen and Peter Topalov, Northeastern University. sachusetts Institute of Technology. Geometry of Moduli Spaces, Ana-Marie Castravet and Topics in Qualitative Properties of Partial Differential Emanuele Macrí, Northeastern University, Benjamin Equations, Changfeng Gui, University of Texas at San Schmidt, University of Texas, and Xiaolei Zhao, North- Antonio, Changyou Wang, Purdue University, and Jiuyi eastern University. Zhu, Louisiana State University. Global Dynamics of Real Discrete Dynamical Systems, M. Topics in Toric Geometry, Ivan Martino, Northeastern R. S. Kulenovic´ and O. Merino, University of Rhode Island. University, and Emanuele Ventura, Texas A&M University. Harmonic Analysis and Partial Differential Equations, Topology of Biopolymers, Erica Flapan, Pomona College, Donatella Danielli, Purdue University, and Irina Mitrea, and Helen Wong, Carleton College. Temple University. Homological Commutative Algebra, Sean Sather-Wag- staff, Clemson University, and Oana Veliche, Northeastern University. Shanghai, People’s Hopf Algebras, Tensor Categories, and Homological Algebra, Cris Negron, Massachusetts Institute of Technol- Republic of China ogy, Julia Plavnik, Texas A&M, and Sarah Witherspoon, Texas A&M University. Fudan University Mathematical Perspectives in Quantum Information June 11–14, 2018 Theory, Aram Harrow, Massachusetts Institute of Tech- nology, and Christopher King, Northeastern University. Monday – Thursday Mathematical Problems of Relativistic Physics: Classical Meeting #1140 and Quantum, Michael Kiessling and A. Shadi Tahvildar- Zadeh, Rutgers University. Associate secretary: Steven H. Weintraub Modeling of Biological Processes, Simone Cassani and Announcement issue
Recommended publications
  • Quantum Group Actions, Twisting Elements, and Deformations of Algebras
    QUANTUM GROUP ACTIONS, TWISTING ELEMENTS, AND DEFORMATIONS OF ALGEBRAS GEORGIA BENKART AND SARAH WITHERSPOON Abstract. We construct twisting elements for module algebras of restricted two-parameter quantum groups from factors of their R-matrices. We general- ize the theory of Giaquinto and Zhang to universal deformation formulas for categories of module algebras and give examples arising from R-matrices of two-parameter quantum groups. 1. Introduction The algebraic deformation theory of Giaquinto and Zhang [GZ] laid out a frame- work for certain types of deformations of associative algebras, namely those arising from actions of bialgebras on algebras. This work generalized known examples of deformations coming from the action of a Lie algebra (equivalently of its universal enveloping algebra). Giaquinto and Zhang illustrated their ideas by constructing a new deformation formula from the action of a noncommutative bialgebra, namely, the universal enveloping algebra of a certain nonabelian Lie algebra. This Lie algebra is spanned by the n £ n matrix units E1;p; Ep;n for p = 1; : : : ; n, along with the n £ n diagonal matrices of trace 0, and so it is an abelian extension of a Heisenberg Lie algebra when n ¸ 3, and it is a two-dimensional nonabelian Lie al- gebra when n = 2. In recent work, Grunspan [G] applied the deformation formula for the n = 2 case to solve the open problem of giving an explicit deformation of the Witt algebra. In their study of deformations and orbifolds, C¸ald¸araru, Giaquinto, and the second author [CGW] constructed a deformation from a noncocommutative (and noncommutative) bialgebra { the Drinfeld double of a Taft algebra.
    [Show full text]
  • Yetter-Drinfeld Modules Under Cocycle Twists
    YETTER-DRINFELD MODULES UNDER COCYCLE TWISTS GEORGIA BENKART, MARIANA PEREIRA, AND SARAH WITHERSPOON To Susan Montgomery in honor of her distinguished career Abstract. We give an explicit formula for the correspondence between simple Yetter-Drinfeld modules for certain finite-dimensional pointed Hopf algebras H and those for cocycle twists Hσ of H. This implies an equivalence between modules for their Drinfeld doubles. To illustrate our results, we consider the restricted two-parameter quantum groups ur;s(sln) under conditions on the pa- rameters guaranteeing that ur;s(sln) is a Drinfeld double of its Borel subalgebra. We determine explicit correspondences between ur;s(sln)-modules for different values of r and s and provide examples where no such correspondence can exist. Our examples were obtained via the computer algebra system Singu- lar::Plural. 1. Introduction Radford [24] gave a construction of simple Yetter-Drinfeld modules for a pointed Hopf algebra H, whose group G(H) of grouplike elements is abelian, under fairly general hypotheses on H. These simple modules are in one-to-one correspondence with the Cartesian product of G(H) with its dual group, and are realized as vector subspaces of the Hopf algebra H itself. Radford and Schneider [25] generalized this method to include a much wider class of Hopf algebras given by cocycle twists of tensor product Hopf algebras. Again the simple modules are in one-to-one corre- spondence with a set of characters, but this time each simple module is realized as the quotient of a Verma module by its unique maximal submodule (equivalently, by the radical of the Shapovalov form) reminiscent of standard Lie-theoretic meth- ods.
    [Show full text]
  • Noncommutative Algebraic Geometry and Representation Theory January 24 to January 25, 2013 MSRI, Berkeley, CA, USA
    Connections for Women: Noncommutative Algebraic Geometry and Representation Theory January 24 to January 25, 2013 MSRI, Berkeley, CA, USA Organizers: Georgia Benkart (University of Wisconsin) Ellen Kirkman* (Wake Forest University) Susan Sierra (Princeton University & University of Edinburgh) 1 of 22 Connections for Women: Noncommutative Algebraic Geometry and Representation Theory, January 24 - 25, 2013 at MSRI, Berkeley, CA USA REPORT ON THE MSRI WORKSHOP \CONNECTIONS FOR WOMEN: NONCOMMUTATIVE ALGEBRAIC GEOMETRY AND REPRESENTATION THEORY" JANUARY 24-25, 2013 Organizers: • Georgia Benkart (University of Wisconsin-Madison) • Ellen Kirkman (Wake Forest University) • Susan Sierra (University of Edinburgh) 1 Scientific description The Connections for Women Workshop had three overarching goals: (1) to provide an accessible introduction to the main themes of the MSRI semester- long program \Noncommutative Algebraic Geometry and Representation Theory" (NAGRT); (2) to bring together researchers in this program as well as in the year-long program in commutative algebra and the fall pro- gram in cluster algebras; and (3) to connect junior researchers, especially women and minorities, to senior researchers. The workshop preceded the five-day \Introductory Workshop" for the NAGRT program that was held at MSRI January 28-February 1, 2013. Noncommutative algebra impacts virtually every area of algebra and combinatorics as well as geometry, mathematical physics, and statistical mechanics, and has played a crucial role in solving open problems in these areas. The Connections Workshop featured eight hour-long lectures, which focused on fundamental ideas and open problems in noncommutative alge- bra, geometry, and representation theory. There were four poster sessions, each featuring the work of three or four early-career researchers.
    [Show full text]
  • Women in Noncommutative Algebra and Representation Theory (WINART) 2016
    Women in Noncommutative Algebra and Representation Theory (WINART) 2016 Georgia Benkart (University of Wisconsin-Madison), Ellen Kirkman (Wake Forest University), Susan Montgomery (University of Southern California), Chelsea Walton (Temple University) March 27, 2016 - April 1, 2016 This report summarizes the organization, presentation highlights, and scientific progress made at the first workshop for women in noncommutative algebra and representation theory at the Banff International Re- search Station in Banff, Canada. The workshop had 42 participants from 10 countries (Argentina, Australia, Austria, Brazil, Canada, France, Germany, Israel, USA, UK) in varying stages of their career, all with strong connections to the research themes of the workshop. The workshop featured several 45-minute introductory talks from world experts in noncommutative algebra and representation theory and a panel discussion on collaboration, while the rest of the time was dedicated to (group) research activities. Overall, this workshop was a great success and we look forward to having follow-up events. 1 Objectives The goals of this workshop were the following. • To have accessible introductory lectures by world experts in the themes of the workshop. • To have each participant engaged in a stimulating research project and/ or be involved in a expansive research program in noncommutative algebra and/or representation theory. • To have each participant provide or receive training toward this research activity (before and at the workshop) and to have made significant progress in such directions by the end of the workshop. • To set-up mechanisms so that the collaborative research groups formed before/ at the workshop can continue research after the workshop, so that their findings will be published eventually.
    [Show full text]
  • Poincaré-Birkhoff-Witt Theorems
    POINCARE-BIRKHOFF-WITT´ THEOREMS ANNE V. SHEPLER AND SARAH WITHERSPOON Abstract. We sample some Poincar´e-Birkhoff-Witttheorems appearing in mathematics. Along the way, we compare modern techniques used to estab- lish such results, for example, the Composition-Diamond Lemma, Gr¨obner ba- sis theory, and the homological approaches of Braverman and Gaitsgory and of Polishchuk and Positselski. We discuss several contexts for PBW theorems and their applications, such as Drinfeld-Jimbo quantum groups, graded Hecke algebras, and symplectic reflection and related algebras. 1. Introduction In 1900, Poincar´e[76] published a fundamental result on Lie algebras that would prove a powerful tool in representation theory: A Lie algebra embeds into an asso- ciative algebra that behaves in many ways like a polynomial ring. Capelli [20] had proven a special case of this theorem, for the general linear Lie algebra, ten years earlier. In 1937, Birkhoff [10] and Witt [97] independently formulated and proved versions of the theorem that we use today, although neither author cited this earlier work. The result was called the Birkhoff-Witt Theorem for years and then later the Poincar´e-WittTheorem (see Cartan and Eilenberg [21]) before Bourbaki [14] prompted use of its current name, the Poincar´e-Birkhoff-WittTheorem. The original theorem on Lie algebras was greatly expanded over time by a num- ber of authors to describe various algebras, especially those defined by quadratic- type relations (including Koszul rings over semisimple algebras). Poincar´e-Birkhoff- Witt theorems are often used as a springboard for investigating the representation theory of algebras. These theorems are used to • reveal an algebra as a deformation of another, well-behaved algebra, • posit a convenient basis (of \monomials") for an algebra, and • endow an algebra with a canonical homogeneous (or graded) version.
    [Show full text]
  • Meetings & Conferences of The
    MEETINGS & CONFERENCES OF THE AMS MARCH TABLE OF CONTENTS The Meetings and Conferences section of The most up-to-date meeting and confer- necessary to submit an electronic form, the Notices gives information on all AMS ence information can be found online at: although those who use L ATEX may submit meetings and conferences approved by www.ams.org/meetings/. abstracts with such coding, and all math press time for this issue. Please refer to Important Information About AMS displays and similarily coded material the page numbers cited on this page for Meetings: Potential organizers, (such as accent marks in text) must more detailed information on each event. speakers, and hosts should refer to be typeset in LATEX. Visit www.ams.org/ Invited Speakers and Special Sessions are page 88 in the January 2018 issue of the cgi-bin/abstracts/abstract.pl/. Ques- listed as soon as they are approved by the Notices for general information regard- tions about abstracts may be sent to abs- cognizant program committee; the codes ing participation in AMS meetings and [email protected]. Close attention should be listed are needed for electronic abstract conferences. paid to specified deadlines in this issue. submission. For some meetings the list Abstracts: Speakers should submit ab- Unfortunately, late abstracts cannot be may be incomplete. Information in this stracts on the easy-to-use interactive accommodated. A issue may be dated. Web form. No knowledge of LTEX is MEETINGS IN THIS ISSUE –––––– 2018 –––––––– –––––––– 2019 –––––––– January 16–19 Baltimore, Maryland p. 380 March 17–18 Columbus, Ohio p. 373 March 15–17 Auburn, Alabama p.
    [Show full text]
  • Yetter-Drinfeld Modules Under Cocycle Twists
    YETTER-DRINFELD MODULES UNDER COCYCLE TWISTS GEORGIA BENKART, MARIANA PEREIRA, AND SARAH WITHERSPOON To Susan Montgomery in honor of her distinguished career Abstract. We give an explicit formula for the correspondence between simple Yetter- Drinfeld modules for certain finite-dimensional pointed Hopf algebras H and those for cocycle twists Hσ of H. This implies an equivalence between modules for their Drinfeld doubles. To illustrate our results, we consider the restricted two-parameter quantum groups ur,s(sln) under conditions on the parameters guaranteeing that ur,s(sln) is a Drinfeld double of its Borel subalgebra. We determine explicit correspondences between ur,s(sln)-modules for different values of r and s and provide examples where no such correspondence can exist. Our examples were obtained via the computer algebra system Singular::Plural. 1. Introduction Radford [22] gave a construction of simple Yetter-Drinfeld modules for a pointed Hopf algebra H, whose group G(H) of grouplike elements is abelian, under fairly general hypotheses on H. These simple modules are in one-to-one correspondence with the Cartesian product of G(H) with its dual group, and are realized as vector subspaces of the Hopf algebra H itself. Radford and Schneider [23] generalized this method to include a much wider class of Hopf algebras given by cocycle twists of tensor product Hopf algebras. Again the simple modules are in one-to-one correspondence with a set of characters, but this time each simple module is realized as the quotient of a Verma module by its unique maximal submodule (equivalently, by the radical of the Shapovalov form) reminiscent of standard Lie-theoretic methods.
    [Show full text]
  • Program of the Sessions Seattle, Washington, January 6–9, 2016
    Program of the Sessions Seattle, Washington, January 6–9, 2016 Presenter: Lisa Dierker,Wesleyan Monday, January 4 University AMS Short Course Registration NSF-EHR Grant Proposal Writing Workshop 7:00 AM –4:30PM Willow B, 2nd Floor, 3:00 PM –6:00PM Redwood, 2nd Floor, Sheraton Seattle Hotel Sheraton Seattle Hotel AMS Short Course on Rigorous Numerics in AMS Short Course Reception Dynamics, Part I 5:30 PM –6:30PM Willow B, 2nd Floor, 9:00 AM –5:30PM Willow A, 2nd Floor, Sheraton Seattle Hotel Sheraton Seattle Hotel Organizers: Jean-Philippe Lessard, Universit´e Laval JanBouwevandenBerg, VU University Amsterdam Tuesday, January 5 MAA Ancillary Workshop AMS Short Course on Rigorous Numerics in 9:00 AM –4:30PM Room 211, Washington Dynamics, Part II State Convention Center 8:00 AM –4:45PM Willow A, 2nd Floor, Bringing passion to your introductory Sheraton Seattle Hotel statistics classroom: a supportive, multidisciplinary project-based Organizers: Jean-Philippe Lessard, approach. Universit´e Laval JanBouwevandenBerg, Organizers: Lorey Burghard, VU University Amsterdam Pennsylvania State University Lisa Dierker,Wesleyan AMS Department Chairs Workshop University Dennis Pearl, Pennsylvania 8:00 AM –6:30PM Grand Ballroom A, 2nd State University Floor, Sheraton Seattle Hotel The time limit for each AMS contributed paper in the sessions meeting will be found in Volume 37, Issue 1 of Abstracts is ten minutes. The time limit for each MAA contributed of papers presented to the American Mathematical Society, paper varies. In the Special Sessions the time limit varies ordered according to the numbers in parentheses following from session to session and within sessions.
    [Show full text]
  • International Conference GROUPS, RINGS, GROUP RINGS, AND
    International Conference on GROUPS, RINGS, GROUP RINGS, AND HOPF ALGEBRAS (celebrating the 75th birthday of Donald S. Passman) October 2{4, 2015 Joint as a Special Session with the same name at the AMS Meeting #1112, Loyola University, Chicago, October 3-4, 2015. Friday, October 2 Room: IES 123-124 9:00 Coherent and Incoherent Enveloping Algebras of Lie Algebras. Lance W Small*, University of California, San Diego 10:00 Hopf automorphisms and twisted extensions. Susan Montgomery*, University of Southern California Maria Vega Sarah Witherspoon 11:00 Algebras on the Weyl side. Georgia Benkart*, University of Wisconsin-Madison ||Lunch: 11:45{1:30|| 1:30 Dual Reflection Groups. Ellen E. Kirkman*, Wake Forest University James J. Kuzmanovich James J. Zhang 2:00 Embedding of some classes of group rings in division rings. Alexander Lichtman*, University of Wisconsin-Parkside 2:30 The lattice of submodules of a multiplicity free module. Ian M Musson*, University of Wisconsin-Milwaukee 3:00 Matched pairs of monoids, Hopf algebras, and the BGG Category O. Apoorva Khare*, Stanford University 1 |Tea Break (sponsored by the Mathematics Department at Loyola): 3:20{3:50| 3:50 Hopf actions and PBW deformations. Chelsea Walton Sarah Witherspoon*, Texas A&M University 4:20 Crystal combinatorics from PBW bases. John Claxton Ben Salisbury Adam Schultze Peter Tingley*, Loyola University, Chicago 4:50 Frobenius divisibility for Hopf algebras. Adam M. Jacoby*, Temple University 5:20 Recent advances in classification of finite dimensional semisimple Hopf algebras. Leonid Krop*, DePaul University, Chicago 7:00-10:00 Conference Dinner at Hilton Garden Inn, Evanston Saturday, October 3 Room: Cuneo 109 8:00 Star group identities on units of group algebras.
    [Show full text]