个人简介

研究兴趣

• Ergodic theory
• Additive combinatorics

教育经历

• 2015 - 2021 | Ohio State University | Mathematics | Ph.D
• 2011 - 2015 | Williams College | Mathematics, Chinese | B.Sc.

工作经历

• 2024 - -- | Beijing Institute of Mathematical Sciences and Applications | Assistant Professor
• 2021 - 2024 | Beijing Institute of Mathematical Sciences and Applications | Postdoctoral Researcher

出版物

• [1] Andrew Best, Andreu Ferré Moragues, Polynomial ergodic averages for certain countable ring actions, Discrete and Continuous Dynamical Systems, 42(7), 3379-3413 (2022)
• [2] Vitaly Bergelson, Andrew Best, The Furstenberg-Sarkozy theorem and asymptotic total ergodicity phenomena in modular rings, Journal of Number Theory, 243(2023), 615-645
• [3] Ethan Ackelsberg, Vitaly Bergelson, and Andrew Best, Multiple recurrence and large intersections for abelian group actions, Discrete Analysis, 2021, 1-91 (2021)
• [4] Vitaly Bergelson, Andrew Best, and Alex Iosevich, Sums of powers in large finite fields: a mix of methods, The American Mathematical Monthly, 128(8), 701-718 (2021)
• [5] Vitaly Bergelson, Andrew Best, On the Polynomial Szemerédi Theorem in Finite Commutative Rings, Transactions of the American Mathematical Society, 379(7), 5099-5175 (2026)
• [6] Andrew Best, Karen Huan, Nathan McNew, Steven J. Miller, Jasmine Powell, Kimsy Tor, and Madeleine Weinstein, Geometric-progression-free sets over quadratic number fields, Proceedings of the Royal Society of Edinburgh Section A: Mathematics, 147(2), 245-262 (2017)
• [7] Andrew Best and Yuval Peres, Edit distance in substitution systems (2025)
• [8] Andrew Best and Yuval Peres, Edit distance exponents for irrational rotations (2025)
• [9] V Bergelson, A Best, The Furstenberg–Sárközy theorem and asymptotic total ergodicity phenomena in modular rings, Journal of Number Theory, 243, 615-645 (2023)
• [10] A Best, P Dynes, X Edelsbrunner, B McDonald, SJ Miller, K Tor et al., Gaussian distribution of the number of summands in generalized Zeckendorf decompositions in small intervals, Integers, 16 (2016)
• [11] A Best, P Dynes, SJ Miller, J Powell, BL Weiss, The emergence of 4-cycles in polynomial maps over the extended integers, Minnesota Journal of Undergraduate Mathematics, 2(1) (2015)
• [12] A Best, P Dynes, X Edelsbrunner, B McDonald, SJ Miller, K Tor et al., Benford behavior of generalized Zeckendorf decompositions, Combinatorial and Additive Number Theory II (2015)
• [13] A Best, K Huan, N McNew, SJ Miller, J Powell, K Tor, M Weinstein, Ramsey Theory Problems over the Integers: Avoiding Generalized Progressions, New York Number Theory Seminar, 39-52 (2015)
• [14] A Best, P Dynes, X Edelsbrunner, B McDonald, SJ Miller, K Tor et al., Gaussian behavior of the number of summands in Zeckendorf decompositions in small intervals, The Fibonacci Quarterly, 52(5), 47-53 (2014)
• [15] A Best, P Dynes, X Edelsbrunner, B McDonald, SJ Miller, K Tor et al., Benford behavior of Zeckendorf decompositions, The Fibonacci Quarterly, 52(5), 35-46 (2014)