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arXiv:1202.0371v1 [math.AC] 2 Feb 2012
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arXiv:math/0210075v1 [math.AC] 4 Oct 2002
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MATH200C, LECTURE 7 Localization We were proving the following: Lemma 1. Let f : A → S −1A, f(a) := a/1. Then f ∗ induces
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Cohomological supports over derived complete intersections and local rings | SpringerLink
Some Remarks on the Graded Lemma of Nakayama
Supplementary Notes on Commutative Algebra1
Nakayama's lemma - Wikipedia
A REMARK ON THE SUM AND THE INTERSECTION OF TWO NORMAL IDEALS IN AN ALGEBRA Let F be a quotient field of a commutative domain of
commutative algebra - Minimal free resolution - Mathematics Stack Exchange
THE DEDEKIND-MERTENS LEMMA AND THE CONTENTS OF POLYNOMIALS 1. Introduction Let R be a commutative ring and let t be an indetermi
Introduction
PMATH 646: INTRODUCTION TO COMMUTATIVE ALGEBRA NOTES 1. January 06 Throughout this course, we will assume that R is a commutativ
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1 Chapter 3
Mathematics | Free Full-Text | When Is a Graded Free Complex Exact?
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Commutative Algebra/The Cayley–Hamilton theorem and Nakayama's lemma - Wikibooks, open books for an open world
