Tensor products and dimensions of simple modules for symmetric groups
β Scribed by Karin Erdmann
- Book ID
- 110558530
- Publisher
- Springer
- Year
- 1995
- Tongue
- English
- Weight
- 1018 KB
- Volume
- 88
- Category
- Article
- ISSN
- 0025-2611
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π SIMILAR VOLUMES
2α22 the number of simple kS -modules equals the number of weights for S , n n where S is the symmetric group on n symbols and k is a field of characteristic n p ) 0. In this paper we answer the question, ''When is the Brauer quotient of a simple F S -module V with respect to a subgroup H of S both
Suppose S S is the symmetric group of degree r and K is an algebraically r closed field of prime characteristic p. A major problem for the representation theory of S S over K is that of understanding the decomposition r
We consider an algebraic D-module M on the a ne space, i.e. a system of linear partial di erential equations with polynomial coe cients. We give an algorithm for computing the cohomology groups of the restriction of M to a linear subvariety by using a free resolution of M adapted to the V -ΓΏltration