Commutative Algebra

Table of Contents

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   Book Overview
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   Chapter 1 Weak Global Dimension of Prüfer-Like Rings
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   Chapter 2 Quasi-complete Semilocal Rings and Modules
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   Chapter 3 On the Total Graph of a Ring and Its Related Graphs: A Survey
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   Chapter 4 Prime Ideals in Polynomial and Power Series Rings over Noetherian Domains
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   Chapter 5 Integer-Valued Polynomials: Looking for Regular Bases (A Survey)
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   Chapter 6 On Boolean Subrings of Rings
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   Chapter 7 On a New Class of Integral Domains with the Portable Property
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   Chapter 8 The Probability That Int n (D) Is Free
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    Chapter 9 Some Closure Operations in Zariski-Riemann Spaces of Valuation Domains: A Survey
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    Chapter 10 Ten Problems on Stability of Domains
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    Chapter 11 The Development of Non-Noetherian Grade and Its Applications
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    Chapter 12 Stable Homotopy Theory, Formal Group Laws, and Integer-Valued Polynomials
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    Chapter 13 How to Construct Huge Chains of Prime Ideals in Power Series Rings
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    Chapter 14 Localizing Global Properties to Individual Maximal Ideals
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    Chapter 15 Prime Ideals That Satisfy Hensel’s Lemma
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    Chapter 16 Finitely Stable Rings
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    Chapter 17 Integral Closure of Rings of Integer-Valued Polynomials on Algebras
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    Chapter 18 On Monoids and Domains Whose Monadic Submonoids Are Krull
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    Chapter 19 Integral Closure
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    Chapter 20 Open Problems in Commutative Ring Theory