activity
20142026
most citedApplications of a grassmannian technique in hypersurfaces

15 citations · 36 across the 14 of their papers we have counts for

collaborators

14 papers

math.RT2026

On Moy-Prasad quotients over Laurent series fields

David Yang

Let be an algebraically closed field and a connected reductive group over satisfying some conditions. We define a stratification by conjugacy classes of twisted Le…

cs.GT2025

A Direct Second-Order Method for Solving Two-Player Zero-Sum Games

David Yang, Yuan Gao, Tianyi Lin +1

We introduce, to our knowledge, the first direct second-order method for computing Nash equilibria in two-player zero-sum games. To do so, we construct a Douglas-Rachford-style spl…

math.AG2025

Representations of loop groups as factorization module categories

Lin Chen, Yuchen Fu, Dennis Gaitsgory +1

We show that the (2-)category of categorical representations of the loop group embeds fully faithfully into the (2-)category of factorization module categories with respect to the…

math.AG2025

Subvarieties of low degree on general hypersurfaces

Nathan Chen, David Yang

The purpose of this note is to show that the subvarieties of small degree inside a general hypersurface of large degree come from intersecting with linear spaces or other varieties…

math.NT2023

Circle Packings from Tilings of the Plane

Philip Rehwinkel, Ian Whitehead, David Yang +1

We introduce a new class of fractal circle packings in the plane, generalizing the polyhedral packings defined by Kontorovich and Nakamura. The existence and uniqueness of these pa…

math.RT2022

Affine Beilinson-Bernstein localization at the critical level

David Yang, Sam Raskin

We prove the Frenkel-Gaitsgory localization conjecture describing regular Kac-Moody representations at critical level via eigensheaves on the affine Grassmannian using categorical…