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Irreducible tensor products for alternating groups in characteristics 2 and 3

Published 21 Jan 2019 in math.RT | (1901.06997v2)

Abstract: In this paper we study irreducible tensor products of representations of alternating groups in characteristics 2 and 3. In characteristic 3 we completely classify irreducible tensor products, while in characteristic 2 we completely classify irreducible tensor products where none of the modules appearing in the product is a basic spin module. In characteristic 2 we also give some necessary conditions for the tensor product of an irreducible module with a basic spin module to be irreducible.

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