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Vershik Anatolii Moiseevich

Professor
physico-mathematical sciences
Linyi University
China

Biography

Dr. Vershik Anatolii Moiseevich is currently working as a Professor  in tShe Department of physico-mathematical sciences, Linyi University , China. His research interests includes Ergodic theory, dynamical systems, symbolic dynamics, nonholonomic dynamics; representation theory and its applications, asymptotic representation theory, infinite-dimensional groups, C*-algebras; combinatorics, symmetric groups, approximations in algebra; measure theory, statistics and asymptotics in combinatorics; convex geometry, discrete geometry, subriemannian geometry; linear and nonlinear programming, optimization. She is serving as an editorial member and reviewer of several international reputed journals. Dr. Vershik Anatolii Moiseevich is tShe member of many international affiliations. She has successfully completed His Administrative responsibilities. She has authored of many research articlesbooks related to Ergodic theory, dynamical systems, symbolic dynamics, nonholonomic dynamics; representation theory and its applications, asymptotic representation theory, infinite-dimensional groups, C*-algebras; combinatorics, symmetric groups, approximations in algebra; measure theory, statistics and asymptotics in combinatorics; convex geometry, discrete geometry, subriemannian geometry; linear and nonlinear programming, optimization.

Research Interest

Ergodic theory, dynamical systems, symbolic dynamics, nonholonomic dynamics; representation theory and its applications, asymptotic representation theory, infinite-dimensional groups, C*-algebras; combinatorics, symmetric groups, approximations in algebra; measure theory, statistics and asymptotics in combinatorics; convex geometry, discrete geometry, subriemannian geometry; linear and nonlinear programming, optimization

Publications

  • A. Vershik, “Totally nonfree actions and the infinite symmetric group”, Moscow Math. J., 12:1 (2012), 204–220

  • A. Vershik, "Sluchainye metricheskie prostranstva i universalnost", Uspekhi matematicheskikh nauk , 59 : 2 (2004), 65-104

  • A. Vershik, “Polymorphisms, Markov processes, and quasi-similarity”, Discrete Contin. Dyn. Syst., 13:5 (2005), 1305–1324

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