Homomorphisms Between Specht Modules of the Ariki Koike Algebra

Abstract

In this paper we generalize a theorem due to Lyle, extending its application to the setting of the Ariki-Koike algebra, and in doing so establish an analogue of the kernel intersection theorem. This in turn provides us with a means towards constructing homomorphisms between Specht modules for the Ariki-Koike algebra.

References in corpus (1)

• On homomorphisms indexed by semistandard tableaux

Cited by in corpus (2)

• Cyclotomic Carter-Payne homomorphisms
• On homomorphisms indexed by semistandard tableaux