Hall–Littlewood polynomials at roots of 1 and modular representations of the symmetric group
DOI:
10.1017/s0305004100070511
Publication Date:
2008-11-07T14:43:29Z
AUTHORS (2)
ABSTRACT
We first give a brief introduction to Hall–Littlewood functions; we follow closely the notation used in Macdonald [3]. Let λ = (λ 1 ,…,λ m ) be partition of n ; that is + … , ≥ 2 >0. shall sometimes write l (λ) for and refer as length |λ| ∑λ i . x an infinite set indeterminates t indeterminate independent ( 1,2, …). P λ(x Q (x - -functions defined Macdonald.
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