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Vyacheslav P. Spiridonov

Vyacheslav P. Spiridonov

D-Index & Metrics

Mathematics

D-Index
42
Citations
5954
World Ranking
1824
National Ranking
17

Overview

Vyacheslav P. Spiridonov is a researcher affiliated with the Joint Institute for Nuclear Research in the Russian Federation. Their work spans multiple fields, predominantly in mathematics and physics, with a significant focus on applied mathematics, mathematical physics, and statistical and nonlinear physics.

Their publication record includes contributions to major topics such as nonlinear waves and solitons, algebraic structures and combinatorial models, and mathematical functions and polynomials. Other areas of focus include advanced algebra and geometry, advanced mathematical identities, quantum mechanics and non-Hermitian physics, as well as black holes and theoretical physics.

Among their recent papers are:

  • "Complex hypergeometric functions and integrable many-body problems" (2022), published in Journal of Physics A Mathematical and Theoretical
  • "A parafermionic hypergeometric function and supersymmetric 6j-symbols" (2023), published in Nuclear Physics B
  • "The modular group and a hyperbolic beta integral" (2020), published in Russian Mathematical Surveys
  • "Elliptic hypergeometric function and 6j-symbols for the SL(2,ℂ) group" (2022), published in Theoretical and Mathematical Physics
  • "Elliptic and Complex Hypergeometric Integrals in Quantum Field Theory" (2023), published in Physics of Particles and Nuclei Letters

Frequent coauthors collaborating with Spiridonov include:

  • Gor Sarkissian
  • Elena Apresyan
  • Danil Krotkov
  • S. É. Derkachov
  • N. M. Belousov

Their research has been featured primarily in venues such as:

  • arXiv (Cornell University)
  • Theoretical and Mathematical Physics
  • Теоретическая и математическая физика
  • Journal of Physics A Mathematical and Theoretical
  • Nuclear Physics B

Spiridonov's work integrates advanced mathematical theories with aspects of theoretical physics, reflecting an interdisciplinary approach. Their contributions include explorations of hypergeometric functions, integrable systems, and quantum field theory.

Best Publications

  • Higher derivative supersymmetry and the Witten index

    Alexander A. Andrianov;Mikhail V. Ioffe;V.P. Spiridonov

  • Parasupersymmetric Quantum Mechanics

    V.A. Rubakov;V.P. Spiridonov

  • Elliptic Hypergeometry of Supersymmetric Dualities

    V. P. Spiridonov;G. S. Vartanov

  • FROM 4d SUPERCONFORMAL INDICES TO 3d PARTITION FUNCTIONS

    F. A. H. Dolan;V. P. Spiridonov;G. S. Vartanov

  • On the elliptic beta function

    V P Spiridonov

  • Universal superpositions of coherent states and self-similar potentials.

    Vyacheslav Spiridonov

  • q-Oscillator realizations of the quantum superalgebras slq(m, n)andospq(m, 2n)

    Roberto Floreanini;Vyacheslav P. Spiridonov;Luc Vinet

  • Essays on the theory of elliptic hypergeometric functions

    Vyacheslav P. Spiridonov

  • Theta hypergeometric integrals

    Vyacheslav P. Spiridonov

  • Exactly solvable potentials and quantum algebras.

    Vyacheslav Spiridonov

  • SUPERCONFORMAL INDICES OF THREE-DIMENSIONAL THEORIES RELATED BY MIRROR SYMMETRY

    C. Krattenthaler;V. P. Spiridonov;G. S. Vartanov

  • Wilson expansion for correlators of vector currents at the two-loop level: Dimension-four operators

    K.G. Chetyrkin;K.G. Chetyrkin;S.G. Gorishny;V.P. Spiridonov

  • Elliptic hypergeometry of supersymmetric dualities II. Orthogonal groups, knots, and vortices

    Vyacheslav P. Spiridonov;Grigory S. Vartanov

  • Spectral Transformation Chains and Some New Biorthogonal Rational Functions

    Vyacheslav Spiridonov;Alexei Zhedanov

  • Discrete Darboux transformations, the discrete-time Toda lattice, and the Askey-Wilson polynomials

    Vyacheslav Spiridonov;Alexei Zhedanov

  • Superconformal indices for N = 1 theories with multiple duals

    V.P. Spiridonov;G.S. Vartanov

  • Elliptic hypergeometric integrals and ’t Hooft anomaly matching conditions

    V. P. Spiridonov;G. S. Vartanov

  • Elliptic beta integrals and solvable models of statistical mechanics

    Vyacheslav P. Spiridonov

  • Inversions of integral operators and elliptic beta integrals on root systems

    Vyacheslav P. Spiridonov;S. Ole Warnaar

  • An elliptic incarnation of the Bailey chain

    Vyacheslav Spiridonov

Frequent Co-Authors

Alexei Zhedanov
Alexei Zhedanov Renmin University of China
Luc Vinet
Luc Vinet University of Montreal
Mikhail V. Ioffe
Mikhail V. Ioffe Saint Petersburg State University
Sergey E. Derkachov
Sergey E. Derkachov St. Petersburg Department of Steklov Institute of Mathematics
Christian Krattenthaler
Christian Krattenthaler University of Vienna

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