Yuval Z. Flicker

Yuval Z. Flicker works in pure mathematics, specifically in algebra and number theory, with a focus on topics like automorphic forms, trace formulas, finite subgroups of algebraic groups, and representation theory (the study of symmetry structures called groups and how they act on mathematical spaces). Recent work examines local systems (structures that track how data varies over a space), classification of finite subgroups of matrix groups like SL(2) and SL(3), and duality theorems in representation theory. This research is highly theoretical and connects to the broader Langlands program area of number theory.

Publication output has been modest and irregular over the last decade, with occasional active years (e.g., 2020, 2023) interspersed with gaps, averaging about one publication per year over the last five years.

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