SURIM research project

Around Tokuyama's Formula

A 2021 Stanford Undergraduate Research Institute in Mathematics project on direct and combinatorial proofs of Tokuyama’s formula and possible routes toward analogues for symplectic groups.

Completed Last substantially updated September 16, 2021

Current state

The completed SURIM project produced a research report and presentation, developed direct and combinatorial pairing proofs of Tokuyama’s formula for $G L (n)$ , and made progress toward adapting those ideas to $S p (2 n)$ .

Details

Phase: Completed SURIM project · 2021
Domain: Algebraic combinatorics · representation theory
My role: Student researcher and coauthor
With: Santi Aranguri, Chavdar Lalov, Roshni Thangavelu Truax, Slava Naprienko (mentor)

Artifacts

SURIM project page project page
Research report report
Presentation slides