On the Matlis duals and endomorphism rings of Local cohomology modules

contributor author	کاظم خشیارمنش	en
contributor author	Kazem Khashyarmanesh	fa
date accessioned	2020-06-06T13:58:14Z
date available	2020-06-06T13:58:14Z
date copyright	9/22/2010
date issued	2010
identifier uri	http://libsearch.um.ac.ir:80/fum/handle/fum/3376920?locale-attribute=en&show=full
description abstract	Let R be a commutative ring and M be an R -module. There is a canonical map mu_M : R longrightarrow mathrm{End}_R(M) such that for r in R , mu_M(r) is the multiplication map by r on M . In this talk we study the conditions such that for the local cohomology module M:=H^n_ frak{a}(R), mu_M is bijection. Moreover, by using the theory of modules of generalized fractions, we study the R-module J_{b{{it x}} ,frak{a},R}.	en
language	English
title	On the Matlis duals and endomorphism rings of Local cohomology modules	en
type	Conference Paper
contenttype	External Fulltext
subject keywords	Local cohomology module	en
subject keywords	Endomorphism ring	en
subject keywords	Matlis dual functor	en
subject keywords	filter regular sequence	en
identifier link	https://profdoc.um.ac.ir/paper-abstract-1016864.html
conference title	Commutative Algebra and Applications to Combinatorics and Algebraic Geometry	en
conference location	İstanbul	fa
identifier articleid	1016864

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