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Ring and Module Theory

Overview of attention for book
Cover of 'Ring and Module Theory'

Table of Contents

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    Book Overview
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    Chapter 1 A Seventy Years Jubilee: The Hopkins-Levitzki Theorem
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    Chapter 2 A Theory of Hulls for Rings and Modules
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    Chapter 3 Rewriting as a Special Case of Noncommutative Gröbner Bases Theory for the Affine Weyl Group à n
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    Chapter 4 A Classification of a Certain Class of Completely Primary Finite Rings
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    Chapter 5 Higman Ideals and Verlinde-type Formulas for Hopf Algebras
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    Chapter 6 Right Weakly Regular Rings: A Survey
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    Chapter 7 Substructures of Hom
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    Chapter 8 Weak Lifting Modules with Small Radical
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    Chapter 9 FP -injective Complexes
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    Chapter 10 A Generalization of Homological Dimensions
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    Chapter 11 Additive Rank Functions and Chain Conditions
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    Chapter 12 A Note on (α, β)-higher Derivations and their Extensions to Modules of Quotients
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    Chapter 13 Prime Ideals in Noetherian Rings: A Survey
Attention for Chapter 11: Additive Rank Functions and Chain Conditions
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