Dima Arinkin

Dima Arinkin is a Professor in the Department of Mathematics at the University of Wisconsin–Madison, specializing in algebraic geometry with significant contributions to geometric representation theory and mathematical physics.

His research focuses on:

• Geometric Langlands Program: Developing frameworks connecting automorphic forms and Galois representations through geometric methods
• Moduli Spaces: Analyzing spaces of algebraic connections, Higgs bundles, and their compactifications
• D-modules: Studying systems of linear differential equations via algebraic geometry
• Integrable Systems: Investigating geometric structures in soliton theory and Painlevé equations
• Irregular Singularities: Exploring connections with irregular behavior on algebraic curves

Analysis of his publications (2008-2016) reveals consistent advancement in geometric Langlands through derived algebraic geometry techniques, particularly in relating singular support of sheaves to automorphic forms and establishing oper structures for connections.

No scientific awards are documented in the provided materials.

No information regarding student advisement or research grants appears in the source texts.