BIMSA > Anton Nazarov
访问研究员 Anton Nazarov

办公室: A6-104

邮箱: nazarov@bimsa.cn

研究方向: Mathematical Physics, Representation Theory

个人简介

Anton Nazarov is an associate professor at Saint Petersburg State University, Russia. He completed his PhD at the department of high-energy and elementary particle physics of Saint Petersburg State University in 2012 under the supervision of Vladimir Lyakhovsky. In 2013-2014 he was a postdoc at the University of Chicago. Anton's research interests are representation theory of Lie algebras, conformal field theory, integrable systems, determinantal point processes.

研究兴趣

  • Representation theory
  • Integrable systems
  • Conformal field theory
  • Limit shapes

教育经历

  • 2008 - 2012      Saint Petersburg State University      Theoretical physics      博士      (Supervisor: Vladimir Lyakhovsky)
  • 2005 - 2008      Saint Petersburg State University      Theoretical physics      硕士      (Supervisor: Vladimir Lyakhovsky)
  • 2001 - 2005      Saint Petersburg State University      Physics      学士      (Supervisor: Vladimir Lyakhovsky)

工作经历

  • 2023 -      BIMSA      Visitor
  • 2018 -      Saint Petersburg State University      Associate professor
  • 2014 - 2018      Saint Petersburg State University      Assistant professor, senior lecturer
  • 2013 - 2014      University of Chicago      Postdoc
  • 2009 - 2013      Saint Petersburg State University      Junior researcher

出版物

  • [1] Anton Nazarov, Olga Postnova, Travis Scrimshaw, Skew Howe duality and limit shapes of Young diagrams, Journal of the London Mathematical Society, 109(2023), e12813
  • [2] Anton Nazarov, Pavel Nikitin, Olga Postnova, Limit shape for infinite rank limit of tensor power decomposition for Lie algebras of series so(2n + 1), Journal of Physics A: Mathematical and Theoretical, 56(2023), 134001
  • [3] A. Nazarov, P. Nikitin, D. Sarafannikov, Skew Howe duality and q-Krawtchouk polynomial ensemble, Zap. Nauchn. Sem. POMI, 517, 106–124 (2022)
  • [4] A Nazarov, A Selemenchuk, Fluctuations of Young diagrams for symplectic groups and semiclassical orthogonal polynomials, arXiv (2025)
  • [5] D Betea, A Nazarov, P Nikitin, T Scrimshaw, Limit shapes and fluctuations for$(GL_n, GL_k)$skew Howe duality, arXiv (2024)
  • [6] D Shvalyuk, A Nazarov, Observation of droplets in dimer model on a triangular lattice, arXiv (2024)
  • [7] A Nazarov, P Nikitin, O Postnova, Limit shape for infinite rank limit of tensor power decomposition for Lie algebras of series, Journal of Physics A: Mathematical and Theoretical, 56(13), 134001 (2023)
  • [8] A Nazarov, 1 From free fermions to limit shapes and beyond (2023)
  • [9] AA Nazarov, VL Chizhikova, Probability Measure Near the Boundary of Tensor Power Decomposition for so., Journal of Mathematical Sciences, 264(3) (2022)
  • [10] AA Nazarov, PP Nikitin, OV Postnova, Statistics of Irreducible Components in Large Tensor Powers of the Spinor Representation for soas, Journal of Mathematical Sciences, 261(5), 658-668 (2022)
  • [11] D Betea, A Nazarov, T Scrimshaw, Limit shapes for skew Howe duality, arXiv (2022)
  • [12] A Nazarov, O Postnova, T Scrimshaw, Skew Howe duality and the limit shape of Young diagrams for the classical Lie groups, arXiv (2021)
  • [13] A Nazarov, P Nikitin, O Postnova, Limit shape for infinite rank limit of non simply-laced Lie algebras of series so2n., arXiv (2020)
  • [14] AA Nazarov, SA Paston, Finite-size correction to the scaling of free energy in the dimer model on a hexagonal domain, Theoretical and Mathematical Physics, 205, 1473-1491 (2020)
  • [15] PA Belov, AI Enin, AA Nazarov, Finite size scaling in the dimer and six-vertex model, Journal of Physics: Conference Series, 1135(1), 012024 (2018)
  • [16] A Nazarov, PA Belov, Scaling of free energy in the dimer model and the six-vertex model, International conference «Physics. SPb» (2018)
  • [17] AA Nazarov, OV Postnova, THE LIMIT SHAPE OF A PROBABILITY MEASURE ON A TENSOR PRODUCT OF MODULES OF THE Bn ALGEBRA, Zapiski Nauchnykh Seminarov POMI, 468, 082-098 (2018)
  • [18] PA Belov, AA Nazarov, AO Sorokin, Determination of the conformal-field-theory central charge by the Wang-Landau algorithm, Physical Review E, 95(6), 063308 (2017)
  • [19] PA Belov, AA Nazarov, AO Sorokin, Numerical determination of the CFT central charge in the site-diluted ising model, Journal of Physics: Conference Series, 929(1), 012037 (2017)
  • [20] VD Lyakhovsky, AA Nazarov, PI Kakin, Splints of root systems for special Lie subalgebras, Theoretical and Mathematical Physics, 185, 1471-1480 (2015)
  • [21] V Lyakhovsky, A Nazarov, Fan, splint, and branching rules., Journal of Mathematical Sciences, 192(1) (2013)
  • [22] A Nazarov, Schramm-Loewner evolution martingales in coset conformal field theory, JETP letters, 96, 90-93 (2012)
  • [23] АА Назаров, Правила ветвления аффинных алгебр Ли и приложения в моделях конформной теории поля, Saint-Petersburg State University (2012)
  • [24] VD Lyakhovsky, AA Nazarov, On affine extension of splint root systems, Physics of Particles and Nuclei, 43, 676-678 (2012)
  • [25] A Nazarov, Affine. m-Mathematica package for computations in representation theory of finite-dimensional and affine Lie algebras, Computer Physics Communications, 183(11), 2480–2493 (2011)
  • [26] VD Lyakhovsky, AA Nazarov, Recursive algorithm and branching for nonmaximal embeddings, Journal of Physics A: Mathematical and Theoretical, 44, 075205 (2011)
  • [27] V Laykhovsky, A Nazarov, Fan, splint and branching rules, Zap. Nauchn. Sem. POMI, 398, 162-178 (2011)
  • [28] A Nazarov, Algebraic properties of CFT coset construction and Schramm-Loewner evolution, arXiv (2011)
  • [29] VD Lyakhovsky, AA Nazarov, Recursive properties of branching and BGG resolution, Theoretical and Mathematical Physics, 169, 1551-1560 (2011)
  • [30] А Назаров, Скрученные алгебры Пуанкаре и некоммутативнаÿ квантоваÿ теориÿ полÿ (2008)
  • [31] АА Назаров, Сравнение эффективности алгоритмов построения представлений алгебр Ли, ТЕЗИСЫ ДОКЛАДОВ молодежной научной конференции (2008)
  • [32] АА Назаров, Алгебры Хопфа и квантовые теории поля на некоммутативных пространствах, ТЕЗИСЫ ДОКЛАДОВ молодежной научной конференции (2007)
  • [33] А Назаров, Эволюция Шрамма-Лёвнера и coset-модели конформной теории поля
  • [34] А Назаров, Конформная теория поля и критические явления
  • [35] AA Nazarov, The limit of a probability measure for a tensor power of the spinor representation of so (2n+ 1)
  • [36] AA Nazarov, Limit shape and insertion algorithms for Young diagrams of classical Lie groups
  • [37] AA Nazarov, Skew Howe duality, limit shapes and matrix models
  • [38] AA Nazarov, Флуктуации диаграмм Юнга вокруг предельной формы и детерминантный ансамбль Кравчука
  • [39] AA Nazarov, Limit shape for infinite-rank Lie algebras of series B and an electrostatic problem
  • [40] AA Nazarov, Skew duality between Lie groups and limit shapes of diagrams
  • [41] AA Nazarov, Fluctuations of Young diagrams in the corner and discrete Hermite kernel
  • [42] AA Nazarov, Fluctuations of Young diagrams in the corner and discrete Hermite kernel (continued)
  • [43] AA Nazarov, Лиувиллевская мера и формула Книжника-Полякова-Замолодчикова
  • [44] II Abdullovich, MA Lifshits, AV Logachov, AV Kolesnikov, AI Bufetov, ..., Seminar on Probability Theory and Mathematical Statistics
  • [45] TD Andreevich, PD Ivanovich, YO Sergeevna, GI Sharygin, YI Zaitseva, ..., Lie groups and invariant theory
  • [46] OG Iosifovich, PF Vladimirovich, TN Vladimirovna, MA Valer'evich et al., New Perspectives in Asymptotic Representation Theory. In memory of Sergei Kerov (1946–2000)
  • [47] VA Moiseevich, GI Olshanski, TV Nagnibeda, FV Petrov, AV Malyutin, ..., St. Petersburg Seminar on Representation Theory and Dynamical Systems
  • [48] VV Vadimovich, AI Bufetov, DV Koleda, YV Yakubovich, AA Naumov, ..., Seminar of Chebyshev Laboratory on Probability Theory

 

更新时间: 2025-07-23 17:51:37