huangyf

Yifeng Huang works on algebraic geometry, number theory, and combinatorics. Please see https://yifeng-huang-math.github.io/index.html for updated details. His current research keywords include:

• Algebraic geometry: Enumerative geometry, Hilbert schemes of points and their variants, singular curves, configuration spaces of points;
• Number theory: Matrix Diophantine equations, point counting over finite fields, zeta functions and their variants, arithmetic statistics, arithmetic dynamics, random p-adic matrices, Cohen--Lenstra heuristics, Sato--Tate distributions, modular forms, Rogers--Ramanujan identities;
• Combinatorics: Partitions, q-series, hypergeometric functions, Hall--Littlewood polynomials, random permutations.