BIMSA > Nikita Belousov
Postdoc Nikita Belousov

Group: Mathematical Physics

Office: A3-3-306

Email: belousov@bimsa.cn

Research Field: Mathematical Physics

Research Interest

  • Integrable systems
  • Special functions

Education Experience

  • 2020 - 2024      St. Petersburg Department of Steklov Mathematical Institute      Ph.D      (Supervisor: Sergey Derkachov)

Publication

  • [1] N. Belousov, S. Khoroshkin, Ruijsenaars spectral transform, submitted to Letters in Mathematical Physics (2024)
  • [2] N. Belousov, S. Derkachov, S. Kharchev, S. Khoroshkin, Baxter Q-operators in Ruijsenaars–Sutherland hyperbolic systems: one- and two-particle cases, Journal of Mathematical Sciences, 284, 604–653 (2024)
  • [3] P. Antonenko, N. Belousov, S. Derkachov, S. Khoroshkin, Reflection operator and hypergeometry I: SL(2,ℝ) spin chain, submitted to Journal of Mathematical Sciences (2024)
  • [4] P. Antonenko, N. Belousov, S. Derkachov, P. Valinevich, Reflection operator and hypergeometry II: SL(2,ℂ) spin chain, submitted to Journal of Mathematical Sciences (2024)
  • [5] N. Belousov, S. Derkachov, S. Kharchev, S. Khoroshkin, Baxter Operators in Ruijsenaars Hyperbolic System IV: Coupling Constant Reflection Symmetry, Communications in Mathematical Physics, 405 (2024)
  • [6] N. Belousov, S. Derkachov, S. Kharchev, S. Khoroshkin, Baxter Operators in Ruijsenaars Hyperbolic System III: Orthogonality and Completeness of Wave Functions, Annales Henri Poincaré, 25, 3297–3332 (2024)
  • [7] N. Belousov, S. Derkachov, S. Kharchev, S. Khoroshkin, Hypergeometric identities related to Ruijsenaars systems, Journal of Algebra, 638, 918–930 (2024)
  • [8] N. Belousov, S. Derkachov, S. Kharchev, S. Khoroshkin, Baxter operators in Ruijsenaars hyperbolic system II: bispectral wave functions, Annales Henri Poincaré, 25, 3259–3296 (2023)
  • [9] N. Belousov, S. Derkachov, S. Kharchev, S. Khoroshkin, Baxter Operators in Ruijsenaars Hyperbolic System I: Commutativity of Q-Operators, Annales Henri Poincaré , 25, 3207–3258 (2023)
  • [10] N. Belousov, S. Derkachov, Regular representation of the group GL(N, R): factorization, Casimir operators and Toda chain, Journal of Mathematical Sciences, 264, 215–231 (2022)
  • [11] N Belousov, Bäcklund Transformation for the Nonlinear Schrödinger Equation., Journal of Mathematical Sciences, 264, 203–214 (2022)
  • [12] N. Belousov, Bäcklund transformation for the nonlinear Schrödinger equation, Journal of Mathematical Sciences, 264, 203–214 (2022)
  • [13] N. Belousov, S. Derkachov, Completeness of the 3j-symbols for the group SL(2,C), Journal of Mathematical Sciences, 257, 450–458 (2021)
  • [14] N. Belousov, S. Derkachov, The Q-operator for the quantum NLS model, Journal of Mathematical Sciences, 242, 608–627 (2019)
  • [15] PV Antonenko, NM Belousov, SÈ Derkachov, SM Khoroshkin, Reflection operator and hypergeometry I: spin chain (2024)
  • [16] PV Antonenko, NM Belousov, SÈ Derkachov, PA Valinevich, Reflection operator and hypergeometry II: spin chain (2024)
  • [17] NM Belousov, GA Sarkissian, VP Spiridonov, Complex binomial theorem and pentagon identities (2024)
  • [18] N Belousov, S Derkachov, S Kharchev, S Khoroshkin, Baxter Q-Operators in Ruijsenaars–Sutherland Hyperbolic Systems: One-and Two-Particle Cases (2024)
  • [19] N Belousov, S Derkachov, S Kharchev, S Khoroshkin, Baxter Q-operators in Ruijsenaars-Sutherland hyperbolic systems: one-and two-particle cases (2023)
  • [20] N Belousov, S Derkachov, Regular Representation of the Group GL (N, ℝ): Factorization, Casimir Operators and Toda Chain. (2022)
  • [21] NM Belousov, SE Derkachov, Completeness of the 3j-Symbols for the Group SL (2, ℂ). (2021)
  • [22] NM Belousov, SÈ Derkachov, Regular representation of the group : factorization, Casimir operators and Toda chain (2020)
  • [23] NM Belousov, SE Derkachov, The Q-Operator for the Quantum NLS Model. (2019)
  • [24] NM Belousov, SÈ Derkachov, Completeness of the -symbols for group (2019)
  • [25] N Belousov, S Derkachov, Q-operator for the quantum NLS model (2018)

 

Update Time: 2025-05-07 17:04:19