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Matt Fayers's user avatar
Matt Fayers's user avatar
Matt Fayers
  • Member for 14 years, 6 months
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awarded
 Popular Question
comment
Polyomino that can tile itself
But the T-tetromino doesn't work for n=2. The question is asking for tiles that work for all n.
answered
Reference for the action of the Mullineux involution on a partition with an added good node
awarded
 Enlightened
awarded
 Nice Answer
awarded
 Yearling
comment
Swapping non-commuting generators in Coxeter group
@YCor: I agree that the terminology is perhaps strange, but that's how it is in the book by Humphreys.
revised
Swapping non-commuting generators in Coxeter group
added 21 characters in body
answered
Swapping non-commuting generators in Coxeter group
revised
Pieri-type rule for Schur P-functions
added 170 characters in body
awarded
 Yearling
revised
Pieri-type rule for Schur P-functions
added update
revised
Pieri-type rule for Schur P-functions
edited body
asked
Pieri-type rule for Schur P-functions
answered
A conjecture on partitions
awarded
 Yearling
awarded
 Nice Answer
awarded
 Good Answer
accepted
Has anyone seen these posets before?
revised
Has anyone seen these posets before?
added 2 characters in body
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