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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
7 votes
Accepted

Rationality of flag varieties

7 votes

Relative Lie Algebra cohomology and sheaf cohomology

7 votes

Is the preimage of the closure the closure of the preimage under a quotient map?

7 votes
Accepted

What are the irreducible modular representations of $SU(n,p)$?

7 votes

Commutator of closed subgroups

7 votes

Whitehead lemmas in Lie algebra cohomology for non-algebraically closed fields

7 votes

Soft(?) algebraic groups question

7 votes

connected compact semisimple lie group finite fundamental group

7 votes

The number of Sylow subgroups in groups of Lie type

7 votes

Are there other ways to show Pic(G)is trivial when G is a simple-connected semisimple algebraic groups over C?

7 votes

Sign conventions for a Chevalley basis of a simple complex Lie algebra

7 votes

Do representations of finite groups of Lie type preserve diagonalizable elements?

7 votes

Statements reliant on conjectures

7 votes

What are the maximal subgroups of GSp(2g,l)?

7 votes

How to find ICM talks?

7 votes

Theorem versus Proposition

7 votes
Accepted

References for theorem about unipotent algebraic groups in char=0?

7 votes
Accepted

Harmonic analysis on semisimple groups - modern treatment

7 votes

A good place to read about uniform spaces

7 votes
Accepted

Congruence Subgroups as Open Subgroups of the Modular Group Under the Right Topology

7 votes

Is there a name for the involution on Laurent polynomials?

7 votes

Occurrence of semi-spin groups

7 votes
Accepted

What is a Specht module?

7 votes

What is Jantzen's formula for the determinant of the Shapovalov form in the case of generalized Verma modules?

7 votes

Confusion about Subcategories of Category $\mathcal{O}$

7 votes
Accepted

For $G$ an adjoint Chevalley group, are all of $G(\mathbb Z)$'s finite-index subgroups congruence subgroups?

7 votes
Accepted

Reference request: Models of cuspidal representations of GL(n,k) where k is a finite field

7 votes

Number of points of the nilpotent cone over a finite field and its cohomology

7 votes

Examples of non-trivial Kazhdan-Lusztig polynomials

6 votes
Accepted

a question on Deligne-Lusztig characters

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