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- W2262369711 abstract "We study equivariant modules over $GL(V)$ over the polynomial ring $R = Sym V$. We introduce for every partition $lambda$ the elementary equivariant module $M_{lambda}$. Then we prove that any finitely generated equivariant module admits a fltration with associated graded being the direct sum of modules of only two kinds: either $M_{lambda}$ or truncations of $M_{lambda}$. We show that each $M_{lambda}$ has a linear resolution and describe also the resolution of its truncations." @default.
- W2262369711 created "2016-06-24" @default.
- W2262369711 creator A5031460048 @default.
- W2262369711 date "2014-10-02" @default.
- W2262369711 modified "2023-09-27" @default.
- W2262369711 title "Elementary Equivariant Modules" @default.
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