Abelian Groups and Modules

Table of Contents

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   Book Overview
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   Chapter 1 Dual Relative Krull Dimension of Modules Over Commutative Rings
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   Chapter 2 Morita Duality, Linear Compactness and AB5: A Survey
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   Chapter 3 Near Isomorphism of Butler Groups and Representations of Finite Posets
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   Chapter 4 Locally Free Finite Rank Butler Groups and Near Isomorphism
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   Chapter 5 Subgroups of Butler Groups
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   Chapter 6 Some Abelian Groups with Free Duals
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   Chapter 7 Confirmation of a Conjecture of Dauns and Hofmann on Biregular Rings
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   Chapter 8 Induction Functors for the Doi-Koppinen Unified Hopf Modules
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    Chapter 9 One-Dimensional Rings of Finite Representation Type
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    Chapter 10 Uniqueness of Dualities
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    Chapter 11 Classification and Non-Classification Results for Abelian Groups
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    Chapter 12 ∑-Pure-Injective Modules Over Serial Rings
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    Chapter 13 Modules Over Endomorphism Rings as Homotopy Classes
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    Chapter 14 Categories of Mixed and Torsion-Free Finite Rank Abelian Groups
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    Chapter 15 Reflexive Representations of Algebras
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    Chapter 16 Zero-Dimensional Subrings of Commutative Rings
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    Chapter 17 The Dimension of the Tensor Product of Two Particular Pullbacks
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    Chapter 18 On the Existence of Rigid ℵ 1 -Free Abelian Groups of Cardinality ℵ 1
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    Chapter 19 Warfield Duality and Module Extensions Over a Noetherian Domain
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    Chapter 20 Von Neumann Regular Rings and Direct Sum Decomposition Problems
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    Chapter 21 Selforthogonal Modules
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    Chapter 22 Subrings of Finite-Dimensional Rings
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    Chapter 23 Primary Abelian Groups Whose Countable Subgroups Have Countable Closure
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    Chapter 24 Isotype Separable Subgroups of Totally Projective Groups
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    Chapter 25 Representable Preradicals with Enough Projectives
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    Chapter 26 Rings with Periodic Unit Groups
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    Chapter 27 Abelian Groups with Contractions II: Weak O-Minimality
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    Chapter 28 Almost Completely Decomposable Torsion-Free Abelian Groups
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    Chapter 29 On the Exchange Property for Quasi-Continuous Modules
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    Chapter 30 Endomorphism Rings of Reid Groups
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    Chapter 31 Completely Decomposable Subgroups and Factors of Finite Rank Completely Decomposable Groups
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    Chapter 32 On the Endomorphism Ring of an Infinite Dimensional Vector Space
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    Chapter 33 Some Algebraically Compact Modules. I
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    Chapter 34 The Near Endomorphism Ring of an Almost Completely Decomposable Group
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    Chapter 35 Reflexivity of Left Serial Algebras
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    Chapter 36 On a Class of Minimal Topological Modules
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    Chapter 37 Steady Rings May Contain Large Sets of Orthogonal Idempotents
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    Chapter 38 The Holy Grail of Algebra: Seeking Complete Sets of Invariants
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    Chapter 39 Invariants for Almost Completely Decomposable Groups
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    Chapter 40 A Class of Modules with Semisimple Behavior
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    Chapter 41 The Finitistic Dimension Conjectures — A Tale of 3.5 Decades