Abstract
Let H n be a (degenerate or non-degenerate) Hecke algebra of type G ( ℓ , 1 , n ) , defined over a commutative ring R with one, and let S ( μ ) be a Specht module for H n . This paper shows that the induced Specht module S ( μ ) ⊗ H n H n + 1 has an explicit Specht filtration.
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