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Jay Taylor's user avatar
Jay Taylor
  • Member for 14 years
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Neumann Fellow at the University of Manchester, UK. Research concerns the ordinary characters of finite reductive groups (Deligne-Lusztig theory).

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Top posts
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45
learning Deligne-Lusztig theory
Apr 23, 2015
answer
31
How do you *state* the Classification of finite simple groups?
Mar 13, 2015
answer
16
Simply connected simple algebraic groups
Feb 26, 2013
answer
13
Analogy between product of conjugacy classes and irreps: is there analog of Thompson conjecture ?
Aug 30, 2017
answer
8
When the longest element of Weyl group is rational?
Apr 11, 2017
answer
7
Double covers of the orthogonal groups
Aug 27, 2013
answer
7
How can classifying irreducible representations be a "wild" problem?
Feb 2, 2014
answer
7
Character table of $S_7$
Apr 5, 2014
answer
7
Unipotent orbit in adjoint group over finite field
Mar 24, 2015
answer
7
The defining characteristic representations of Lie type groups
Dec 7, 2017
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Citing a Series of Articles with BibTeX
10
Special L for Lie Derivative
6
Spacing of colons in math equations