DOCSLIB.ORG

Curriculum Vitae Education Professional Positions Honors And

Total Page：16

File Type：pdf, Size：1020Kb

Download full-text PDF Read full-text

Load more

Curriculum Vitae

Xiuxiong Chen

Education

• PhD., Pure Mathematics, University of Pennsylvania, 1994. • M.A., Graduate School of Academic Sinica, Beijing, China, 1989. • B.A., Pure Mathematics, University of Science and Technology of China, Hefei, China, 1987.

Professional positions

• 09/2010–, Professor, Stony Brook University. • 01/2007–06/2007, Visiting Professor, Princeton University. • 2005–2010, Professor, University of Wisconsin at Madison. • 2002-2005, Associate Professor, University of Wisconsin at Madison. • 1998-2002, Assistant Professor, Princeton University. • 1996-1998, NSF Post-doctoral Fellow, Stanford University. • 1994-1996, Instructor, McMaster University, Canada.

Honors and Awards

• 1996-2000, National Science foundation postdoctoral Fellowship. • 08/2002, Invited address at International Congress of Mathematicians, Beijing, China. • 04/2005, Invited address at AMS regional meeting in Newark, Delware. • 04/09/2010-04/11/2010, Invited lecture at 25th Geometry Festival, Courant Institute. • 2015, Fellow of the American Mathematical Society. • 2016, Simons Fellow in Mathematics. • 2019, Veblen Prize in Geometry. • 2019, Simons Investigator Award.
Xiuxiong Chen

Curriculum vitae

PhD. Students and Theses Supervised/co-supervised

• Yingyi Wu (PhD., 2005, University of Science and Technology). Some problems on HCMU metrics in Riemannian Surfaces.

• Brian Weber (PhD., 2007, UW-Madison), Moduli Spaces of Extremal Ka¨hler Manifolds. • Weiyong He (PhD., 2007, UW-Madison), Extremal Metrics, The Stability Conjecture and the Calabi Flow.

• Haozhao Li (PhD, 2007, Peking University), Energy Functionals and Ka¨hler-Ricci Flow. • Bing Wang (PhD., 2008, UW-Madison), On the Extension of the Ricci flow. • Yudong Tang (PhD., 2008, UW-Madison), Geodesic Rays and Test Configurations. • Weidong Yin(PhD., 2009, UW-Madison), Weak Solution of Yang-Mills Flow in Dimension N?4. • Song Sun (PhD., 2010, UW-Madison), Kempf-Ness theorem and uniqueness of extremal metrics. • Simone Calamai (PhD., 2010, Universita` degli Studi di Firenze), The Calabi’s Metric for the Space of Ka¨hler Metrics.

• Hongnian Huang, (PhD., 2010, UW-Madison), Calabi Flow on Toric Variety. • Kai Zheng (PhD., 2010, Chinese Academy of Science), The pseudo-Calabi flow. • Yajun Yan (PhD., 2010, University of Science and Technology of China), Existence and Uniqueness of Ricci Flow on Surfaces with Initial Curvature Unbounded From Below.

• Yuanqi Wang (PhD., 2011, UW-Madison), On the Ricci flows and Ricci solitons. • Fang Yuan (PhD., 2012, UW-Madison), The Weak Compactness of Ricci Flow with Ricci Curvature
Bounded from Below.

• Xiaojie Wang (PhD., 2014, Stony Brook University), Uniqueness of Ricci Flow Solution on Noncompact Manifolds and Integral Scalar Curvature Bound.

• Long Li (PhD., 2014, Stony Brook University), On the uniqueness of singular Ka¨hler Einstein metrics.

• Seyed Ali Aleyasin (PhD., 2014, Stony Brook University), Space of Ka¨hler metrics on singular and non-compact manifolds.

• Yongqiang Liu (PhD., 2015, University of Science and Technology of China), Divisibility results for Alexander type invariants of hypersurface complements.

• Chengjian Yao (PhD., 2015, Stony Brook University), Conical Ka¨hler-Einstein Metrics and Its
Applications.

• Yu Zeng (PhD., 2016, Stony Brook University), Deformations of twisted cscK metrics. • Robin Sebastian Krom (Ph.D., 2016, ETH Zu¨rich), The Donaldson Geometric Flow • Gao Chen (PhD., 2017, Stony Brook University), Classification of gravitational instantons with faster than quadratic curvature decay.

2
Xiuxiong Chen

Curriculum vitae

• Shaosai Huang (PhD., 2018, Stony Brook University), On the collapsing and convergence of Ricci flows and solitons.

• Selin Taskent (PhD., 2019, Stony Brook University), Rotationally symmetric Kahler metrics with extremal conditon.

• Fangyu Zou (PhD., 2019, Stony Brook University), Monge-Ampere equation on the complement of a divisor and On the Chern-Yamabe flow.

• Current students: Jean-Franc¸ois Arbour (Expected 2020), Jiasheng Teh (Expected 2021), Jae Ho
Cho (Expected 2021)

Postdocs Supervised or Co-Supervised

• 2003-2006, Lijing Wang (UW-Madison) • 2004-2007, Aobing Li (UW-Madison) • 2013-2017, Lorenzo Foscolo (Stony Brook University) • 2014-2017, Henri Guenancia (Stony Brook University) • 2014-2017, Alex Waldron (SCGP) • 2016-present, Ruobing Zhang. (Stony Brook University) • 2017-present, Yu Li, (Stony Brook University) • 2018-present, Jingrui Cheng, (Stony Brook University)

NSF grants

• NSF Grant DMS 1914719 (2019-2022), Complex Monge Ampere equation and Calabi flow problems.

• NSF Grant DMS-1603351 (2015-2017), Conference on Differential Geometry. • NSF Grant DMS-1418942 (2013-2015), Conference on Geometric Analysis and Relativity. • NSF Grant DMS-1515795 (2015-2019), Complex Monge-Ampe`re equation, the Ka¨hler-Einstein
Problem and constant scalar curvature metric problems

• NSF Grant DMS-1211652 (2012-2015), Extremal Ka¨hler metrics, the Ka¨hler Ricci flow and the
Calabi flow.

• NSF Grant DMS-0907778 (2009-2012), Extremal Ka¨hler Metrics. • NSF Grant DMS-0406346 (2004-2009), Extremal Ka¨hler Metrics. and Geometric Flow Equations. • NSF Grant DMS-0110321 (2001-2004), The Ka¨hler Ricci Flow and the Extremal Ka¨hler Metric. • NSF Grant DMS-0302452, Great Lakes Geometry Conference. • NSF-AMS travel support for International Congress of Mathematicians 2002, Beijing, China. • NSF Post-doctoral Fellowship DMS-9627404 (1996-2000).

3
Xiuxiong Chen

Curriculum vitae

Selected Conferences Co-Organized

• Geometry of Manifolds (October 23-October 27, 2017), SCGP. • Conference on Differential Geometry (July 5- July 9, 2016), Center De Recherches Mathe´matiques. • Geometric flow program (October 13-December 19, 2014), SCGP. • Geometric Analysis and Relativity (July 6- July 10, 2014), USTC. • Summer School in Ka¨hler Geometry, June 24- July 5, 2012, SCGP. • International conference on Nonlinear PDE and applications (August 1- August 6, 2011), USTC. • Annual Summer School on Geometric Analysis (2003-present), USTC. • Mini Workshop on Algebraic Geometry (June 17-July 18, 2011), • Singularity Theory conference, ( July 25 - July 31, 2011), USTC. • Workshop on Extremal Ka¨hler Metrics (March 21- March 25, 2011), SCGP. • Differentialgeometrie im Groβen (July 3- July 9, 2011), Oberwolfach. • Pacific Rim Complex geometry Conference (2006 - 2017). • Workshop on complex geometry analysis (June 28-July 3, 2009), Banff, Canada. • School of Differential geometry ( June 8 - June 29, 2008), ICTP, Trieste, Italy. • Summer school: June 8 - June 20, Conference: June 21 - June 29, 2008, USTC. • Great Lake geometry conference (April 10 - April 11, 2010), Madison.

Publications

1. On the existence of constant scalar curvature Ka¨hler metric: a new perspective, Ann. Math.

Que´bec 42, (2018), no. 2, pp 169-189.

2. Ka¨hler-Ricci flow, Ka¨hler-Einstein metric, and K-stability (co-authors: S. Sun and B. Wang), Ge-

ometry & Topology 22 (2018), no. 6, 3145-3173.

3. Gravitational instantons with faster than quadratic curvature decay (II) (co-author: G. Chen), J.

Reine Angew. Math. 726 (2018), https://doi.org/10.1515/crelle-2017-0026.

4. Space of Ricci flows (II)–part A: moduli of singular Calabi-Yau spaces (co-author: B. Wang), Forum

Math. Sigma (2017), Vol. 5, e32, 103 pp, doi:10.1017/fms.2017.28.

5. On the regularity problem of complex Monge-Ampe`re equations with conical singularities (co-

author: Y. Q. Wang), Ann. Inst. Fourier (Grenoble) 67 (2017), no. 3, 969-1003.

6. A note on Ricci flow with Ricci curvature bounded below (co-author: F. Yuan), J. Reine Angew.

Math. 726 (2017), 29-44.

7. Approximation of weak geodesics and subharmonicity of Mabuchi energy (co-authors: L. Li, M.

Pa˘un), Calc. Var. Partial Differential Equations 55 (2016), no. 4, Art. 106, 28 pp.
4
Xiuxiong Chen

Curriculum vitae
8. The interior regularity of the Calabi flow on a toric surface (co-authors: H. N. Huang, L. Sheng),

Calc. Var. Partial Differential Equations 55 (2016), no. 4, Art. 106, 28 pp.

9. C2,α-estimate for Monge-Ampe`re equations with Ho¨lder-continuous right hand side (co-author: Y.

Q. Wang), Ann. Global Anal. Geom. 49 (2016), no. 2, 195-204.

10. Bessel functions, heat kernel and the conical Ka¨hler-Ricci flow (co-author: Y. Q. Wang), J. Funct.

Anal. 269 (2015), no. 2, 551-632.

11. On four-dimensional anti-self-dual gradient Ricci solitons (co-author: Y. Q. Wang), J. Geom. Anal.

25 (2015), no. 2, 1335-1343.

12. Ka¨hler-Einstein metrics on Fano manifolds. III: Limits as cone angle approaches 2π and comple-

tion of the main proof (co-authors: S. K. Donaldson, S. Sun), J. Amer. Math. Soc. 28 (2015), no. 1, 235-278.

13. Ka¨hler-Einstein metrics on Fano manifolds. II: Limits with cone angle less than 2π (co-authors: S.

K. Donaldson, S. Sun), J. Amer. Math. Soc. 28 (2015), no. 1, 199-234.

14. Ka¨hler-Einstein metrics on Fano manifolds. I: Approximation of metrics with cone singularities

(co-authors: S. K. Donaldson, S. Sun), J. Amer. Math. Soc. 28 (2015), no. 1, 183-197.

15. Calabi flow, geodesic rays, and uniqueness of constant scalar curvature Ka¨hler metrics (co-author:

S. Sun), Ann. of Math. (2) 180 (2014), no. 2, 407-454.

16. Integral bounds on curvature and Gromov-Hausdorff limits (co-author: S. K. Donaldson), J. Topol.

7 (2014), no. 2, 543-556.
17. Ka¨hler-Einstein metrics and stability (co-authors: S. K. Donaldson, S. Sun), Int. Math. Res. Not.
2014, no. 8, 2119-2125.

18. Liouville energy on a topological two sphere (co-author: M. J. Zhu), Commun. Math. Stat. 1
(2013), no. 4, 369-385.

19. On the conditions to extend Ricci flow (III) (co-author: B. Wang), Int. Math. Res. Not. 2013, no.
10, 2349-2367.

20. Volume estimates for Ka¨hler-Einstein metrics and rigidity of complex structures (co-author: S. K.

Donaldson), J. Differential Geom.93 (2013), no. 2, 191-201.

21. Volume estimates for Ka¨hler-Einstein metrics: the three-dimensional case (co-author: S. K. Don-

aldson), J. Differential Geom.93 (2013), no. 2, 175-189.
22. The pseudo-Calabi flow (co-author: K. Zheng), J. Reine Angew. Math. 674 (2013), 195-251. 23. Space of Ka¨hler metrics (V): Ka¨hler quantization (co-author: S. Sun), Metric and differential geometry, 19-41, Progr. Math., 297, Birkha¨user/Springer, Basel, 2012.

24. The complex Monge-Ampe`re equation on compact Ka¨hler manifolds (co-author: W. Y. He), Math.

Ann. 354 (2012), no. 4, 1583-1600.
25. The Ka¨hler Ricci flow on Fano manifolds (I) (co-author: B. Wang), J. Eur. Math. Soc. (JEMS) 14
(2012), no. 6, 2001-2038.

5
Xiuxiong Chen

Curriculum vitae

26. Space of Ricci flows I (co-author: B. Wang), Comm. Pure Appl. Math. 65 (2012), no. 10, 1399-
1457.

27. The Ka¨hler Ricci flow on Fano surfaces (I) (co-author: B. Wang), Math. Z. 270 (2012), no. 1-2,
577-587.

28. The space of volume forms (co-author: W. Y. He), Int. Math. Res. Not. 2011, no. 5, 967-1009. 29. On the weak Ka¨hler-Ricci flow (co-authors: G. Tian, Z. Zhang), Trans. Amer. Math. Soc. 363
(2011), no. 6, 2849-2863.

n

2

30. Moduli spaces of critical Riemannian metrics with L norm curvature bounds (co-author: B. We-

ber), Adv. Math. 226 (2011), no. 2, 1307-1330.
31. The Calabi flow on toric Fano surfaces (co-author: W. Y. He), Math. Res. Lett. 17 (2010), no. 2,
231-241.

32. Remarks on Ka¨hler Ricci flow (co-author: B. Wang), J. Geom. Anal. 20 (2010), no. 2, 335-353. 33. Stability of Ka¨hler-Ricci flow (co-author: H. Z. Li), J. Geom. Anal. 20 (2010), no. 2, 306-334. 34. A note on Ka¨hler-Ricci soliton (co-authors: S. Sun, G. Tian), Int. Math. Res. Not. 2009, no. 17,
3328-3336.

35. Ka¨hler-Ricci flow with small initial energy (co-authors: H. Z. Li, B. Wang), Geom. Funct. Anal.
18 (2009), no. 5, 1525-1563.

36. Space of Ka¨hler metrics. III — On the lower bound of the Calabi energy and geodesic distance,

Invent. Math. 175 (2009), no. 3, 453-503.
37. Test configuration and geodesic rays (co-author: Y. D. Tang), Ge´ome´trie diffe´rentielle, physique mathe´matique, mathe´matiques et socie´te´. I. Aste´risque No. 321 (2008), 139-167.

38. The Ka¨hler-Ricci flow on Ka¨hler manifolds with 2-non-negative traceless bisectional curvature

operator (co-author: H. Z. Li), Chin. Ann. Math. Ser. B 29 (2008), no. 5, 543-556.

39. Geometry of Ka¨hler metrics and foliations by holomorphic discs (co-author: G. Tian), Publ. Math.

Inst. Hautes Etudes Sci. no. 107 (2008), 1-107.
40. On conformally Ka¨hler, Einstein manifolds (co-authors: C. Lebrun, B. Weber), J. Amer. Math. Soc.
21 (2008), no. 4, 1137-1168.

41. On the Calabi flow (co-author: W. Y. He), Amer. J. Math. 130 (2008), no. 2, 539-570.

42. On Ka¨hler manifolds with positive orthogonal bisectional curvature, Adv. Math. 215 (2007), no.

2, 427-445.

43. Ricci flow on surfaces with degenerate initial metrics (co-author: W. Y. Ding), J. Partial Differential

Equations 20 (2007), no. 3, 193-202.

44. Singular angles of weak limiting metrics under certain integral curvature bounds (co-authors: Q.

Chen, W. Y. He), Pacific J. Math. 231 (2007), no. 1, 35-49.

45. A note on uniformization of Riemann surfaces by Ricci flow (co-authors: P. Lu, G. Tian), Proc.

Amer. Math. Soc. 134 (2006), no. 11, 3391-3393.
6
Xiuxiong Chen

Curriculum vitae

46. Ricci flow on Ka¨hler-Einstein manifolds (co-author: G. Tian), Duke Math. J. 131 (2006), no. 1,
17-73.

47. On the lower bound of energy functional E1 (I) — A stability theorem on the Ka¨hler Ricci flow, J.

Geom. Anal. 16 (2006), no. 1, 23-38.
48. The structure of HCMU metric in a K-surface (co-authors: Q. Chen, Y. Y. Wu), Int. Math. Res.
Not. 2005, no. 16, 941-958.

49. Partial regularity for homogeneous complex Monge-Ampe`re equations (co-author: G. Tian), C. R.

Math. Acad. Sci. Paris 340 (2005), no. 5, 337-340.
50. Uniqueness of extremal Ka¨hler metrics (co-author: G. Tian), C. R. Math. Acad. Sci. Paris 340
(2005), no. 4, 287-290.

51. A new parabolic flow in Ka¨hler manifolds, Comm. Anal. Geom. 12 (2004), no. 4, 837-852. 52. The space of Ka¨hler metrics II (co-author: E. Calabi), J. Differential Geom.61 (2002), no. 2, 173-
193.

53. Recent progress in Ka¨hler geometry, Proceedings of the International Congress of Mathematicians,
Vol. II (Beijing, 2002), 273-282, Higher Ed. Press, Beijing, 2002.

54. Ricci flow on Ka¨hler-Einstein surfaces (co-author: G. Tian), Invent. Math. 147 (2002), no. 3,
487-544.

55. Calabi flow in Riemann surfaces revisited: a new point of view, Int. Math. Res. Not. 2001, no. 6,

275-297.
56. Ricci flow on Ka¨hler manifolds (co-author: G. Tian), C. R. Acad. Sci. Paris Se´r. I Math. 332
(2001), no. 3, 245-248.

57. Existence of extremal metrics on almost homogeneous manifolds of cohomogeneity one. Loo-Keng
Hua: a great mathematician of the twentieth century (co-author: D. Guan), Asian J. Math. 4 (2000),

no. 4, 817-829.
58. The space of Ka¨hler metrics, J. Differential Geom.56 (2000), no. 2, 189-234.

59. On the lower bound of the Mabuchi energy and its application, Int. Math. Res. Not. 2000, no. 12,

607-623.

60. Obstruction to the existence of metric whose curvature has umbilical Hessian in a K-surface,

Comm. Anal. Geom. 8 (2000), no. 2, 267-299.
61. Extremal Hermitian metrics on Riemann surfaces, Calc. Var. Partial Differential Equations 8
(1999), no. 3, 191-232.

62. Remarks on the existence of branch bubbles on the blowup analysis of equation −∆u = e2u in

dimension two, Comm. Anal. Geom. 7 (1999), no. 2, 295-302.
63. Extremal Hermitian metrics on Riemannian surfaces, Int. Math. Res. Not. 1998, no. 15, 781-797.

64. Weak limits of Riemannian metrics in surfaces with integral curvature bound, Calc. Var. Partial

Differential Equations 6 (1998), no. 3, 189-226.
7
Xiuxiong Chen

Curriculum vitae
65. Extremal Hermitian metrics with curvature distortion in a Riemann surface, Thesis (PhD.)-University

of Pennsylvania. 1994.

66. Deformation of surfaces preserving principal curvatures (co-author: C. K. Peng), Differential ge-

ometry and topology (Tianjin, 1986-87), 63-70, Lecture Notes in Math., 1369, Springer, Berlin, 1989.

Preprints

1. On the constant scalar curvature Ka¨hler metrics, apriori estimates (co-author: J. R. Cheng), preprint,

arXiv:1712.06697.

2. On the constant scalar curvature Ka¨hler metrics, existence results (co-author: J. R. Cheng), preprint,

arXiv:1801.00656.

3. On the constant scalar curvature Ka¨hler metrics, general automorphism group (co-author: J. R.

Cheng), preprint, arXiv:1801.05907.

4. Geodesically Convexity of Small Neighborhood in Space of Ka¨hler Potentials (co-authors: M. Feld-

man and J. C. Hu), preprint, arXiv:1805.02373.

5. Gravitational instantons with faster than quadratic curvature decay (I) (co-author: G. Chen),

preprint, arXiv:1505.01790.

6. Gravitational instantons with faster than quadratic curvature decay (III) (co-author: G. Chen),

preprint, arXiv:1603.08465.
7. On deformation of extremal metrics (co-authors: M. Pa˘un and Y. Zeng), preprint, arXiv:1506.01290.

8

Recommended publications
  • Curriculum Vitae Fernando Codá Marques January 16Th, 2019

    Curriculum Vitae Fernando Codá Marques January 16Th, 2019

    Curriculum Vitae Fernando Cod´aMarques January 16th, 2019 Personal information Name: Fernando Cod´aMarques Date of birth: October 8th of 1979 Nationality: Brazilian Address Princeton University Fine Hall, Washington Road Princeton NJ 08544-1000 USA Phone: (609) 258-1769 Fax: (609) 258-1367 Education 2000-2003 Ph.D. in Mathematics Cornell University, C. U., Ithaca/NY USA Thesis Advisor : Jos´eF. Escobar Title : Existence and compactness theorems on conformal deformations of metrics Scholarship from : Conselho Nacional de Desenvolvimento Cient´ıficoe Tecnol´ogico(CNPq) 1998-1999 Mathematics M.S. IMPA, Rio de Janeiro/RJ Brazil Scholarship from : Conselho Nacional de Desenvolvimento Cient´ıficoe Tecnol´ogico(CNPq) 1996-1999 Mathematics B.S. UFAL - Universidade Federal de Alagoas Macei´o,Alagoas - Brazil Employment history 2003-2007 Assistant Professor, IMPA 2007-2010 Associate Professor, IMPA 2010-2014 Professor, IMPA 2014- Professor, Princeton University Visiting Positions 2018 Distinguished Visitor Professor, IAS, Princeton - Special Program 2018-2019: \Variational Methods in Geometry" 2017 Dean's Distinguished Visiting Professor, Fields Institute, Toronto, Canada 2013-2014 Ecole´ Polytechnique, Ecole´ Normale Sup´erieureand Universit´eParis-Est Marne la Vall´ee,Paris, France 2012 Institut Henri Poincar´e,Paris, France (1 month) 2011 Stanford University, USA (2 months) 2011 Institut Fourier, Grenoble, France (1 month) 2010 Stanford University, USA (3 months) 2009 Stanford University, USA (1 month) 2008 Member of the Institute for Advanced
  • Iakovos Androulidakis Curriculum Vitæ, October 2020

    Iakovos Androulidakis Curriculum Vitæ, October 2020

    Iakovos Androulidakis Curriculum Vitæ, October 2020 Personal data Nationality Greek. Citizenship Greek. Home 19, Leonida Drosi Street, 11474, Athens, Greece. address Date of birth February 6, 1973. Place of Athens, Greece. birth PhD University of Sheffield, U.K., January 17, 2002. Positions Nov 2016 – Associate Professor (tenured), National and Kapodistrian University of Athens today (NKUA). Jan. 2012 – Assistant Professor (tenure track), National and Kapodistrian University of Athens Oct 2016 (NKUA). Aug. 2009 – Postdoctoral Researcher (DFG), Institute of Mathematics, University of Göttingen. July 2011 Sept. 2008 – Postdoctoral Researcher (FCT), University of Porto. June 2009 Oct 2006 – Visiting Assistant Professor (P.D. 407), Department of Mathematics, University of June 2008 Crete. Sept. 2005 – Research Assistant to Prof. A. Cattaneo, Institute of Mathematics, University of Sept. 2006 Zürich. Sept. 2004 – Postodoctoral Researcher (EU-RTN ”Quantum Spaces and Noncommutative July 2005 Geometry”), Departement de Mathématiques, Paris 7 Denis Diderot. May 2002 – National service and medical recovery. Aug. 2004 Sept. 2001 – Postdoctoral Researcher (EU-RTN ”Differential Geometry Endeavour”), Feb. 2002 Instituto Superior Tecnico, Lisbon. Sept. 10, PhD viva voce, University of Sheffield. 2001 Panepistimiopolis – 15784 Athens +30 210 7276423 • +30 210 7276378 • [email protected] http://scholar.uoa.gr/iandroul/ Grants/Awards/Prizes 2015 “Chercheur Visiteur” at Paris 7 Denis Diderot (3900 euros). DFG funding for short visits to University of Göttingen (4800 euros). “Shapiro Visiting Professorship”, Penn State (2500 euros). 2013 “Konstantine Karatheodory” prize (NKUA) 2012 Prize of the Academy of Athens to common publication with V. Nestoridis (prize awarded to V. Nestoridis) 2011 Marie Curie Career Integration Grant (50000 euros). http://users.uoa.gr/ ~iandroul/NCGSF.html 2011 “Maitre de Conferences Visiteur”, Université Toulouse Paul Sabatier.
  • Long Version

    Long Version

    Weiqing Gu Department of Mathematics Harvey Mudd College Claremont CA 91711 [email protected] 909-621-8929 EDUCATION AND CAREER: 1978 - 1980 Shanghai Teachers College of Technology 1980 - 1982 Teacher of Mathematics at Shanghai Teachers College of Technology 1982 - 1984 Bachelor’s Degree Shanghai Teachers University 1984 - 1987 Continued teaching Mathematics at Shanghai Teachers University 1988 - 1989 Began graduate work in Mathematics at the University of Oklahoma 1989 - 1995 Ph.D. in Mathematics, University of Pennsylvania (M.S. 1993) 1995 - 1996 Master’s Degree in Computer Science, University of Pennsylvania 1996 - 2002 Assistant Professor of Mathematics at Harvey Mudd College 1999 (Fall) Assistant Researcher at the University of California at Irvine 2002 - present Associate Professor of Mathematics at Harvey Mudd RESEARCH INTERESTS: • Differential Geometry and Topology • Geometric Modeling and Design • Industry Mathematics • Applications in Math-Biology DOCTORAL DISSERTATION IN MATHEMATICS: • The stable 4-dimensional geometry of the real Grassmann manifolds. (Adviser: Herman Gluck) FELLOWSHIPS: • University of Pennsylvania: Spring 1991, Spring 1993, Fall 1994 and Spring 1995, Research Fellow at UC Irvine, Fall 1999. RESEARCH PAPERS: Papers are organized into following 4 categories (Please see my research statement for more details): 1. Differential Geometry and Topology • Weiqing Gu (1997), The Stable 4-dimensional Geometry of the Real Grassmann Manifolds. Duke Mathematical Journal, Vol. 93, No. 1, 155-178. • Weiqing Gu and Zhongmin Shen (1998), L´evyConcentration of Metric Measure Manifolds. Finslerian Geometries, Kluwer Academic Publishers, 169-177. • Weiqing Gu and Shenjun Jiang (1998), Knotty Matrices in Knots. The Journal of Knot Theory and its Ramifications, Vol. 8, No. 6, 701-707.
  • Comisi ´On Interministerial De Ciencia Y Tecnologıa Curriculum Vitae

    Comisi ´On Interministerial De Ciencia Y Tecnologıa Curriculum Vitae

    Comision´ Interministerial de Ciencia y Tecnolog´ıa Curriculum vitae Numero´ de hojas que contiene: 37 Nombre: Angel Ferrandez´ Izquierdo Fecha: 6 de junio de 2016 Firma: Web personal: webs.um.es/aferr Apellidos: Ferrandez´ Izquierdo Nombre: Angel Sexo: Fecha Nacimiento: D.N.I.: Nº FUNCIONARIO: Situacion´ profesional actual Organismo: Universidad de Murcia Facultad, Escuela O Instituto: Facultad de Matematicas´ Dept./Secc./Unidad Estr.: Departamento de Matematicas´ Direccion´ Postal: Telefono´ (indicar prefijo, numero´ y extension):´ Fax: Correo electronico:´ Especializacion´ (Codigos´ UNESCO): 120404, 120411 Categor´ıa Profesional: Catedratico´ de Universidad Fecha de Inicio: Situacion´ Administrativa: ⇥ Plantilla ⇤ Contratado ⇤ Becario ⇤ Interino Dedicacion:´ A Tiempo Completo ⇥ A Tiempo Parcial ⇤ L´ıneasde Investigacion´ Breve descripcion,´ por medio de palabras claves, de la especializacion´ y l´ıneas de investigacion´ actuales. Geometr´ıa de subvariedades riemannianas. Geometr´ıa espectral de subvariedades y teor´ıa de tipo finito. Teor´ıa de subvariedades con metricas´ indefinidas. Teor´ıa de curvas e hipersuperficies lumino- sas. Superficies y energ´ıa de Willmore. Aplicaciones de la Geometr´ıa Diferencial a la F´ısica. Formacion´ Academica´ Titulacion´ Superior Centro Fecha Matematicas´ Facultad de Ciencias, Universidad de Granada 30/06/1974 Doctorado Centro Fecha Matematicas´ Facultad de Matematicas,´ Universidad de Valencia 04/03/1980 (Director: Antonio Mart´ınez Naveira) Actividades anteriores de caracter´ cient´ıfico-profesional
  • April 2017 Table of Contents

    April 2017 Table of Contents

    ISSN 0002-9920 (print) ISSN 1088-9477 (online) of the American Mathematical Society April 2017 Volume 64, Number 4 AMS Prize Announcements page 311 Spring Sectional Sampler page 333 AWM Research Symposium 2017 Lecture Sampler page 341 Mathematics and Statistics Awareness Month page 362 About the Cover: How Minimal Surfaces Converge to a Foliation (see page 307) MATHEMATICAL CONGRESS OF THE AMERICAS MCA 2017 JULY 2428, 2017 | MONTREAL CANADA MCA2017 will take place in the beautiful city of Montreal on July 24–28, 2017. The many exciting activities planned include 25 invited lectures by very distinguished mathematicians from across the Americas, 72 special sessions covering a broad spectrum of mathematics, public lectures by Étienne Ghys and Erik Demaine, a concert by the Cecilia String Quartet, presentation of the MCA Prizes and much more. SPONSORS AND PARTNERS INCLUDE Canadian Mathematical Society American Mathematical Society Pacifi c Institute for the Mathematical Sciences Society for Industrial and Applied Mathematics The Fields Institute for Research in Mathematical Sciences National Science Foundation Centre de Recherches Mathématiques Conacyt, Mexico Atlantic Association for Research in Mathematical Sciences Instituto de Matemática Pura e Aplicada Tourisme Montréal Sociedade Brasileira de Matemática FRQNT Quebec Unión Matemática Argentina Centro de Modelamiento Matemático For detailed information please see the web site at www.mca2017.org. AMERICAN MATHEMATICAL SOCIETY PUSHING LIMITS From West Point to Berkeley & Beyond PUSHING LIMITS FROM WEST POINT TO BERKELEY & BEYOND Ted Hill, Georgia Tech, Atlanta, GA, and Cal Poly, San Luis Obispo, CA Recounting the unique odyssey of a noted mathematician who overcame military hurdles at West Point, Army Ranger School, and the Vietnam War, this is the tale of an academic career as noteworthy for its o beat adventures as for its teaching and research accomplishments.
  • FRANCISCO MARTIN SERRANO Fecha Del Documento: 13/04/2016 Informe De Investigador FRANCISCO MARTIN SERRANO

    FRANCISCO MARTIN SERRANO Fecha Del Documento: 13/04/2016 Informe De Investigador FRANCISCO MARTIN SERRANO

    Sistema de Información Científica de Andalucía LEONOR FERRER MARTÍNEZ Fecha del documento: 14/04/2016 Informe de investigador LEONOR FERRER MARTÍNEZ Datos del investigador Datos de identificación del investigador Nombre LEONOR Apellidos FERRER MARTÍNEZ Fecha de nacimiento Género Mujer Nacionalidad España País de nacimiento España Región Provincia Tipo de documento DNI Documento de identidad Teléfono Móvil Email Web personal Situación profesional actual Categoría profesional: Profesor titular de universidad Adscripción: Academica Dedicación: Tiempo completo Entidad: Geometría y Topología Áreas de conocimiento Geometría Y Topología Producción y actividad científica del investigador Detalles de producción .1 Proyectos I+D+i y Ayudas 14/04/2016 LEONOR FERRER MARTÍNEZ 2 / 8 1. Proyecto: ANALISIS GEOMETRICO Código: MTM2007-61775 Ámbito del proyecto: Programa financiador: OTROS PROGRAMAS DEL PLAN NACIONAL I+D, MINISTERIO DE CIENCIA Y TECNOLOGÍA Entidad financiadora: Responsable: Ros-Mulero, Antonio Fecha inicio: 01/10/2007 Fecha fin: 03/08/2012 Cuantía total (EUROS): 500819 2. Proyecto: ANÁLISIS GEOMÉTRICO Y APLICACIONES Código: P06-FQM-1642 Ámbito del proyecto: Programa financiador: PROYECTOS DE EXCELENCIA, JUNTA DE ANDALUCÍA Entidad financiadora: Responsable: Ros-Mulero, Antonio Fecha inicio: 11/04/2007 Fecha fin: 31/03/2010 Cuantía total (EUROS): 78000 3. Proyecto: GEOMETRÍA DE SUPERFICIES. SUPERFICIES MÍNIMAS Y OTRAS CONDICIONES DE CURVATURA Código: (MTM2004-02746) Ámbito del proyecto: Internacional no UE Programa financiador: OTROS PROGRAMAS
  • Letter from the Chair Celebrating the Lives of John and Alicia Nash

    Letter from the Chair Celebrating the Lives of John and Alicia Nash

    Spring 2016 Issue 5 Department of Mathematics Princeton University Letter From the Chair Celebrating the Lives of John and Alicia Nash We cannot look back on the past Returning from one of the crowning year without first commenting on achievements of a long and storied the tragic loss of John and Alicia career, John Forbes Nash, Jr. and Nash, who died in a car accident on his wife Alicia were killed in a car their way home from the airport last accident on May 23, 2015, shock- May. They were returning from ing the department, the University, Norway, where John Nash was and making headlines around the awarded the 2015 Abel Prize from world. the Norwegian Academy of Sci- ence and Letters. As a 1994 Nobel Nash came to Princeton as a gradu- Prize winner and a senior research ate student in 1948. His Ph.D. thesis, mathematician in our department “Non-cooperative games” (Annals for many years, Nash maintained a of Mathematics, Vol 54, No. 2, 286- steady presence in Fine Hall, and he 95) became a seminal work in the and Alicia are greatly missed. Their then-fledgling field of game theory, life and work was celebrated during and laid the path for his 1994 Nobel a special event in October. Memorial Prize in Economics. After finishing his Ph.D. in 1950, Nash This has been a very busy and pro- held positions at the Massachusetts ductive year for our department, and Institute of Technology and the In- we have happily hosted conferences stitute for Advanced Study, where 1950s Nash began to suffer from and workshops that have attracted the breadth of his work increased.
  • Mathematical Sciences Meetings and Conferences Section

    Mathematical Sciences Meetings and Conferences Section

    OTICES OF THE AMERICAN MATHEMATICAL SOCIETY Richard M. Schoen Awarded 1989 Bacher Prize page 225 Everybody Counts Summary page 227 MARCH 1989, VOLUME 36, NUMBER 3 Providence, Rhode Island, USA ISSN 0002-9920 Calendar of AMS Meetings and Conferences This calendar lists all meetings which have been approved prior to Mathematical Society in the issue corresponding to that of the Notices the date this issue of Notices was sent to the press. The summer which contains the program of the meeting. Abstracts should be sub­ and annual meetings are joint meetings of the Mathematical Associ­ mitted on special forms which are available in many departments of ation of America and the American Mathematical Society. The meet­ mathematics and from the headquarters office of the Society. Ab­ ing dates which fall rather far in the future are subject to change; this stracts of papers to be presented at the meeting must be received is particularly true of meetings to which no numbers have been as­ at the headquarters of the Society in Providence, Rhode Island, on signed. Programs of the meetings will appear in the issues indicated or before the deadline given below for the meeting. Note that the below. First and supplementary announcements of the meetings will deadline for abstracts for consideration for presentation at special have appeared in earlier issues. sessions is usually three weeks earlier than that specified below. For Abstracts of papers presented at a meeting of the Society are pub­ additional information, consult the meeting announcements and the lished in the journal Abstracts of papers presented to the American list of organizers of special sessions.
  • CURRICULUM VITAE Araceli Bonifant

    CURRICULUM VITAE Araceli Bonifant

    CURRICULUM VITAE Araceli Bonifant Office Address Mathematics Department, University of Rhode Island, 5 Lippitt Road Kingston, R.I., 02881. Phone number: (401) 874-4394 e-mail: [email protected] Visa status: US citizen Education: Doctor of Philosophy: Mathematics. Centro de Investigaci´ony Estudios Avanzados del Instituto Polit´ecnicoNacional (CINVESTAV - IPN), Mexico, 1997. Dissertation Title : Degrees of nonlinearity in higher dimensional complex dynamics. Bachelor of Science: Physics and Mathematics. Escuela Superior de F´ısicay Matem´a- ticas del Instituto Polit´ecnicoNacional (ESFM-IPN), Mexico, 1989. Professional Positions: Associate Professor: Mathematics Department, University of Rhode Island, July 2010 - Present. Visiting Researcher: Institute for Computational and Experimental Research in Math- ematics (ICERM). Special semester in \Complex and Arithmetic Dynamics." Febru- ary 12nd. - April 21st., 2012. Sabbatical year: Institute for Mathematical Sciences and Mathematics Department, Stony Brook University. Visiting Associate Professor September 2011 - August 31, 2012. Assistant Professor: Mathematics Department, University of Rhode Island, Septem- ber 2004 - June 2010. Lecturer: Institute for Mathematical Sciences, Stony Brook, N.Y., September 2001 - August 2004. Researcher: Instituto de Matem´aticas, Universidad Nacional Aut´onomade M´exico (IMATE-UNAM) Cuernavaca, Mor. Mexico, September 1999 - August 2001. Visiting Assistant Professor: University of Michigan, Ann Arbor, January 1998 - August 1999. Assistant Professor: Escuela Superior de F´ısicay Matem´aticasdel Instituto Polit´ecnico Nacional (ESFM-IPN) Mexico, September 1987 - December 1997. Visiting Scholar: University of Michigan, Ann Arbor, February 1995 - June 1996, and February 1994 - June 1994. Research Interests: • Holomorphic Dynamical Systems • Several Complex Variables, Complex Analysis • Geometry, Topology • Education and Instruction in Mathematics 1 2 Papers and Publications: • Growth of degree for iterates of rational maps in several variables, (with J.
  • Arxiv:Math/0107228V1 [Math.DG] 31 Jul 2001 Ii Oip;Itakte O Hi Hospitality

    Arxiv:Math/0107228V1 [Math.DG] 31 Jul 2001 Ii Oip;Itakte O Hi Hospitality

    SOME REMARKS ON FINSLER MANIFOLDS WITH CONSTANT FLAG CURVATURE ROBERT L. BRYANT This article is dedicated to Shiing-Shen Chern, whose beautiful works on Finsler geometry have inspired so much progress in the subject. Abstract. This article is an exposition of four loosely related remarks on the geometry of Finsler manifolds with constant positive flag curvature. The first remark is that there is a canonical K¨ahler structure on the space of geodesics of such a manifold. The second remark is that there is a natural way to construct a (not neces- sarily complete) Finsler n-manifold of constant positive flag curvature out of a hypersurface in suitably general position in CPn. The third remark is that there is a description of the Finsler metrics of constant curvature on S2 in terms of a Riemannian metric and 1-form on the space of its geodesics. In particular, this allows one to use any (Riemannian) Zoll metric of positive Gauss curvature on S2 to construct a global Finsler metric of constant positive curvature on S2. The fourth remark concerns the generality of the space of (local) Finsler metrics of constant positive flag curvature in dimension n+1 > 2. It is shown that such metrics depend on n(n+1) arbitrary functions of n+1 variables and that such metrics naturally correspond to certain torsion-free S1· GL(n, R)- structures on 2n-manifolds. As a by-product, it is found that these groups do occur as the holonomy of torsion-free affine connections in dimension 2n, a hitherto unsuspected phenomenon. Contents 1.
  • Curriculum Vitae

    Curriculum Vitae

    Curriculum Vitae Lucas Coelho Ambrozio 11 de Outubro de 2020 Informa¸c~aopessoal Nome: Lucas Coelho Ambrozio Data de Nascimento: 17 de mar¸code 1988 Nacionalidade: Brasileira Endere¸coprofissional Instituto Nacional de Matem´aticaPura e Aplicada Estrada Dona Castorina 110 Horto Rio de Janeiro, RJ, Brasil 22460-320 E-mail: [email protected] Forma¸c~ao 2010 - 2014 Doutorado em Matem´atica IMPA, Rio de Janeiro/RJ Brasil Orientador: Fernando Cod´aMarques T´ıtulo: Constant mean curvature foliations and scalar curvature rigidity of three-manifolds. Bolsista do Conselho Nacional de Desenvolvimento Cient´ıficoe Tecnol´ogico (CNPq) / Funda¸c~aoCarlos Chagas Filho de Amparo `aPesquisa do Estado do Rio de Janeiro (FAPERJ - Bolsa Nota 10) 2008-2010 Mestrado em Matem´atica IMPA, Rio de Janeiro/RJ Brasil Orientador: Marcos Dajczer Bolsista do Conselho Nacional de Desenvolvimento Cient´ıficoe Tecnol´ogico (CNPq) 2006-2008 Bacharelado em Matem´atica UFRJ - Universidade Federal do Rio de Janeiro/RJ Brasil Empregos 2020 - Professor Adjunto, IMPA, Brasil 2019 - 2020 Warwick Zeeman Lecturer, University de Warwick, Reino Unido 2018 - 2019 Member, Institute for Advanced Study, Princeton, EUA 2017 - 2018 Research Fellow, University of Warwick, Reino Unido 2015 - 2017 Research Associate, Imperial College London, Reino Unido Visitas Acad^emicas 2016 - 2017 University of Chicago (oito meses) 2014 - 2015 Imperial College London (um ano, bolsista de p´os- doutorado no exterior, CNPq-Brasil) 2014 IMPA (seis meses, bolsista PCI, CNPq-Brasil) Interesses de pesquisa Matem´atica Geometria Diferencial An´aliseGeom´etrica Artigos aceitos para publica¸c~ao - (com R. Montezuma), \On the two-systole of real projective spaces", Re- vista Matematica Iberoamericana (no prelo).
  • Annual Report 1996–1997

    Annual Report 1996–1997

    Department of Mathematics Cornell University Annual Report 1996Ð97 Year in Review: Mathematics Instruction and Research Dedication Wolfgang H. J. Fuchs This annual report is dedicated to the memory of Wolfgang H. J. Fuchs, professor emeritus of mathematics at Cornell University, who died February 24, 1997, at his home. Born on May 19, 1915, in Munich, Germany, Wolfgang moved to England in 1933 and enrolled at Cambridge University, where he received his B.A. in 1936 and his Ph.D. in 1941. He held various teaching positions in Great Britain between 1938 and 1950. During the 1948Ð49 academic year, he held a visiting position in the Mathematics Department at Cornell University. He returned to the Ithaca community in 1950 as a permanent member of the department, where he continued to work vigorously even after his ofÞcial retirement in 1985. He was chairman of the Mathematics Department from 1969 to 1973. His academic honors include a Guggenheim Fellowship, a Fulbright-Hays Research Fellowship, and a Humboldt Senior Scientist award. Wolfgang was a renowned mathematician who specialized in the classical theory of functions of one complex variable, especially Nevanlinna theory and approximation theory. His fundamental discoveries in Nevanlinna theory, many of them the product of an extended collaboration with Albert Edrei, reshaped the theory and have profoundly inßuenced two generations of mathematicians. His colleagues will remember him both for his mathematical achievements and for his remarkable good humor and generosity of spirit. He is survived by his wife, Dorothee Fuchs, his children Ñ Annie (Harley) Campbell, John Fuchs and Claudia (Lewis McClellen) Fuchs Ñ and by his grandchildren: Storn and Cody Cook, and Lorenzo and Natalia Fuchs McClellen.