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ON INDECOMPOSABLE AND IMPRIMITIVE MODULES FOR FINITE GROUPS – A G-ALGEBRA APPROACH
Published online by Cambridge University Press: 01 June 1999
Abstract
One of the most useful results in modular representation theory of finite groups is Green's indecomposability theorem [4]. In order to state it in a simple form, let us fix a complete discrete valuation ring [Oscr ] of characteristic 0 with algebraically closed residue field [ ] of characteristic p≠0. Unless stated otherwise, all our modules will be free of finite rank over [Oscr ] or [ ], respectively. In its most popular form, Green's theorem says the following.
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- The London Mathematical Society 1999
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