赛蒙·阿尔塔莫诺夫
副研究员
团队: 数学物理
办公室: A15-304
邮箱: arthamonov@bimsa.cn
研究方向: 代数, 表示论, 非交换几何
个人简介
I studied Applied Mathematics and Physics at the Moscow Institute of Physics and Technology, where I earned both my B.Sc. and M.Sc. degrees. In 2013, I joined the graduate program in Mathematics at Rutgers, The State University of New Jersey, and completed my Ph.D. in 2018 under the guidance of Prof. V. Retakh. After earning my doctorate, I held postdoctoral positions at the University of California Berkeley, the Centre de Recherches Mathématiques in Montreal, and the University of Toronto. In July 2024, I became an Associate Professor at the Beijing Institute of Mathematical Sciences and Applications (BIMSA)
研究兴趣
- Deformations of Quantum Character Varieties
- Topological Quantum Field Theory
- Integrable Systems
- Noncommutative Poisson Geometry
教育经历
- 2013 - 2018 Rutgers, The State University of New Jersey Mathematics Ph.D (Supervisor: Prof. Vladimir Retakh)
- 2010 - 2012 Moscow Institute of Physics and Technology Applied Mathematics and Physics M.Sc. (Supervisor: Prof. Andrei Zotov)
- 2006 - 2010 Moscow Institute of Physics and Technology Applied Mathematics and Physics B.Sc. (Supervisor: Prof. Mikhail Olshanetsky)
工作经历
- 2022 - 2024 University of Toronto Postdoctoral Fellow
- 2021 - 2022 Centre de Recherches Mathematiques, Universite de Montreal CRM-ISM Postdoctoral Fellow
- 2018 - 2021 University of California, Berkeley Morrey Visiting Assistant Professor
出版物
- [1] S. Arthamonov, Classical limit of genus two DAHA, Selecta Mathematica, 31(1), 1-62 (2025)
- [2] S. Arthamonov, Sh. Shakirov, An Elliptic Generalization of A1 Spherical DAHA at K = 2, International Mathematics Research Notices, 2024(19), 13046-13084 (2024)
- [3] S. Arthamonov, N. Ovenhouse, M. Shapiro, Noncommutative networks on a cylinder, Communications in Mathematical Physics, 405(5), 129 (2024)
- [4] S. Arthamonov, L. Chekhov, P. Di Francesco, R. Kedem, G. Schrader, A. Shapiro, M. Shapiro, Cluster structure on genus 2 spherical DAHA: seven-colored flower, arXiv preprint arXiv:2402.16074 (2024)
- [5] S. Arthamonov, J. Harnad, J. Hurtubise, Lagrangian Grassmannians, CKP hierarchy and hyperdeterminantal relations, Communications in Mathematical Physics, 401(2), 1337-1381 (2023)
- [6] S Arthamonov, J Harnad, J Hurtubise, Tau functions, infinite Grassmannians, and lattice recurrences, Journal of Mathematical Physics, 64(2) (2023)
- [7] S. Arthamonov, N. Reshetikhin, Superintegrable systems on moduli spaces of flat connections, Communications in Mathematical Physics, 386, 1337-1381 (2021)
- [8] S Arthamonov, S Shakirov, Refined Chern–Simons theory in genus two, Journal of Knot Theory and Its Ramifications, 29(7), 2050044 (2020)
- [9] S Arthamonov, S Shakirov, Genus two generalization of$ A 1 $spherical DAHA, Selecta Mathematica, 25, 1-29 (2019)
- [10] S Artamonov, Generalized quasi Poisson structures and noncommutative integrable systems, Rutgers The State University of New Jersey, School of Graduate Studies (2018)
- [11] S. Arthamonov, Modified double Poisson brackets, Journal of Algebra, 492, 212-233 (2017)
- [12] S. Arthamonov, Noncommutative inverse scattering method for the Kontsevich system, Letters in Mathematical Physics, 105(9), 1223-1251 (2015)
- [13] G Aminov, S Arthamonov, New$2×2$-Matrix Linear Problems for the Painlevé Equations III, V, Constructive Approximation, 41(3), 357-383 (2015)
- [14] G. Aminov, S. Arthamonov, A. Smirnov, A. Zotov, Rational Top and its Classical R-matrix, Journal of Physics A: Mathematical and Theoretical, 47(30), 305207 (2014)
- [15] S. Arthamonov, A. Mironov, A. Morozov, Differential hierarchy and additional grading of knot polynomials, Theoretical and Mathematical Physics, 179, 509-542 (2014)
- [16] S. Arthamonov, A. Mironov, A. Morozov, A. Morozov, Link polynomial calculus and the AENV conjecture, Journal of High Energy Physics, 2014(4), 1-28 (2014)
- [17] G Aminov, S Arthamonov, A Levin, M Olshanetsky, A Zotov, Painlevé field theory, arXiv (2013)
- [18] G. Aminov and S. Arthamonov, Degenerating the elliptic Schlesinger system, Theoretical and Mathematical Physics, 174, 1-20 (2013)
- [19] S Arthamonov, New integrable systems as a limit of the elliptic SL(N,) top, Theoretical and Mathematical Physics, 171, 589-599 (2012)
- [20] G Aminov, S Arthamonov, Reduction of the elliptic top, Journal of Physics A: Mathematical and Theoretical, 44(7), 075201 (2011)
- [21] S Arthamonov, S Shakirov, W Yan, Cauchy identities for genus 2 Schur polynomials, arXiv (2025)
- [22] S Arthamonov, S Shakirov, An Elliptic Generalization ofSpherical DAHA at= 2, International Mathematics Research Notices, 2024(19), 13046-13084 (2024)
更新时间: 2025-08-13 17:00:07