Irreducible Specht modules for Hecke algebras of type A |
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Authors: | Matthew Fayers |
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Affiliation: | Magdalene College, Cambridge, CB3 0AG, UK |
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Abstract: | Let F be a field, n a non-negative integer, λ a partition of n and Sλ the corresponding Specht module for the Iwahori-Hecke algebra HF,q(Sn). James and Mathas conjecture a necessary and sufficient condition on λ for Sλ to be irreducible. We prove the sufficiency of this condition in the case where F has infinite characteristic and also in the case where q=1. |
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Keywords: | 20C30 16G99 |
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