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• W1649721351 abstract "(M)) = 0 for t = n,n+1 and for all j < n, thenf is an isomorphism.In section 3 we will study the asymptotic behaviour of the kernel andthe cokernel of the above mentioned natural map in the graded case.2. Associated primes and artiniannessProposition 2.1. Let R be a noetherian ring, a an ideal of R and M anR–module. Let n be a non-negative integer and S be a Serre subcategoryof the category of R–modules i.e. it is closed under taking submodules,quotients and extensions. Consider the natural homomorphismf : Ext" @default.
• W1649721351 created "2016-06-24" @default.
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• W1649721351 date "2008-07-18" @default.
• W1649721351 modified "2023-09-27" @default.
• W1649721351 title "LOCAL COHOMOLOGY: ASSOCIATED PRIMES, ARTINIANNESS AND ASYMPTOTIC BEHAVIOUR" @default.
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