Sergei Korotkikh

Email: "last name" AT berkeley DOT edu
Office: 843 Evans Hall

I am a Morrey Visiting Assistant Professor at UC Berkeley. My research interests include combinatorics, representation thoery, mathematical physics and probability. Currently I am focused on algebraic combinatorics of symmetric functions and its connections to quantum integrability and vertex models.

CV is available upon request.

Teaching

During Fall 2025 I am teaching Math 104: Introduction to Analysis (sections 7,8). The students can find the course materials on the bCourses page.

In Spring 2026 I will teach Math 104: Introduction to Analysis (section 9).

Research

My papers are listed below in reverse chronological order, with links to arXiv:

(jointly with V. Gorin) On the Martin boundary for discrete TASEP, Preprint (2025)
Dirichlet forms of diffusion processes on Thoma simplex, Preprint (2024)
Representation theoretic interpretation and interpolation properties of inhomogeneous spin q-Whittaker polynomials, Selecta Mathematica (2024)
Hidden diagonal integrability of q-Hahn vertex model and Beta polymer model , Probability theory and related fields (2022)
(jointly with A. Borodin) Inhomogeneous spin q-Whittaker polynomials, Annales de la Faculté des Sciences de Toulouse(2024)
(jointly with A. Bufetov) Observables of stochastic colored vertex models and local relation, Commun. Math. Phys. (2021)
Transition functions of diffusion processes with the Jack parameter on the Thoma simplex, Functional Analysis and Its Applications (2020)