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Jim Humphreys's user avatar
Jim Humphreys's user avatar
Jim Humphreys's user avatar
Jim Humphreys
  • Member for 14 years, 10 months
  • Last seen more than 4 years ago
4 votes
Accepted

Modular reductions of simple characters

4 votes

Why are these parabolic subgroups opposed?

4 votes

Idempotents and Structure of Simple GL(n,p) modules in the describing characteristic

4 votes

How do I show that a separable isogeny is central?

4 votes

Representations of $\mathrm{SL}(2)$ in characteristic 2

4 votes
Accepted

The action of the center on the extended Dynkin diagram

4 votes
Accepted

A natural bijection between the orbit spaces of $p$-nilpotent matrices for varying $p$

4 votes

quasicrystal and penrose tiling, mathematical introduction

4 votes

Representation Theory of Lie Groups: Reference Request

4 votes

Connected components of algebraic groups

4 votes
Accepted

Root in positive Weyl chamber

4 votes
Accepted

A subgroup of the Weyl group

4 votes

Reference for embeddings of reflection groups (related to folding ADE Coxeter graphs)?

4 votes

Computing relative Lie algebra cohomology (as appears in Borel-Weil-Bott theorem)

4 votes
Accepted

Hilbert's Finiteness Theorem for connected semisimple Lie groups in Weyl's "Classical Groups"

4 votes

Dimension of the nilpotent centralizer of a nilpotent matrix

4 votes

About structure of parabolic subgroups of finite classical algebraic groups

4 votes

Are two distinct Weyl chambers always disjoint?

4 votes

On radicals of a lie algebra

4 votes
Accepted

real representation of real semi simple Lie algebra

4 votes
Accepted

closure of a set of k-rational points always defined over k?

3 votes

History of Jordan Canonical Form?

3 votes
Accepted

isogeny and congruence subgroup

3 votes

Finding a character of height zero

3 votes

Tensor products of two irreducible representations of reductive groups and their inclusions

3 votes
Accepted

Complexity of rational $\mathrm{GL}_{n(r)}$-modules

3 votes

conjugacy classes in anisotropic semisimple groups

3 votes

Is there any way to determine the "effeciency" of Jantzen's sum formula?

3 votes

semisimple category with finite number of simple objects

3 votes

Maximal centralizers in General linear group

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