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NSF

Geometric Methods in the Representation Theory of Reductive Groups

Geometric Methods in the Representation Theory of Reductive Groups is a funding opportunity from NSF, closing July 31, 2029.

Funder
NSF
Funding
Grant / contract
Deadline
Jul 31, 2029
(1097d left)

Overview

A "matrix group" is a set of invertible square matrices that contains all products and inverses of its members. Typical examples include SU(2), the group of 2x2 unitary complex matrices, and O(3,R), the group of orthogonal 3x3 matrices with real entries. Broadly, the subject of “representation theory” deals with…

Geometric Methods in the Representation Theory of Reductive Groups | Go Fund It Now