Abelian Groups and Modules

Table of Contents

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   Book Overview
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   Chapter 1 The Classification Problem
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   Chapter 2 Subgroups of Bounded Abelian Groups
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   Chapter 3 A Combinatorial Theorem and Endomorphism Rings of Abelian Groups II
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   Chapter 4 Almost Σ-cyclic Abelian p-groups in L
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   Chapter 5 Essentially C-indecomposable p ω+n -Projective p-Groups
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   Chapter 6 Straight and Strongly Straight Primary Modules over Principal Ideal Domains
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   Chapter 7 A Basis Theorem for Subgroups of Bounded Abelian Groups
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   Chapter 8 On a Special Class of Almost Completely Decomposable Torsion Free Abelian Groups I
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    Chapter 9 Classification of Almost Completely Decomposable Groups
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    Chapter 10 The Divisible and E-Injective Hulls of a Torsion Free Group
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    Chapter 11 E-Uniserial Torsion-Free Abelian Groups of Finite Rank
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    Chapter 12 The Existence of Rigid Systems of Maximal Size
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    Chapter 13 Pure Subgroups of Butler Groups
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    Chapter 14 On Coseparable Completely DeComposable Torsionfree Abelian Groups
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    Chapter 15 The Non-Slender Rank of an Abelian Group
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    Chapter 16 A-Projective Groups of Large Cardinality
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    Chapter 17 Additive Groups of Existentially Closed Rings
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    Chapter 18 Classifying Endomorphism Rings of Rank One Mixed Groups
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    Chapter 19 Notes on Mixed Groups I
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    Chapter 20 Countable ℵ 0 -Indecomposable Mixed Abelian Groups of Torsion-Free Rank I
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    Chapter 21 Realizing Galois Fields
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    Chapter 22 On the Radical of the Endomorphism Ring of a Primary Abelian Group
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    Chapter 23 Groups and Modules that are Slender as Modules over Their Endomorphism Rings
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    Chapter 24 Stabilizer Classes Determined by Simply Presented Modules
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    Chapter 25 On divisible modules over domains
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    Chapter 26 Projective Dimensions of Ideals of Prufer Domains
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    Chapter 27 On Modules of Finite Projective Dimension over Valuation Domains
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    Chapter 28 On Pure Submodules of Free Modules and k -Free Modules
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    Chapter 29 On Pure-Injective Modules
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    Chapter 30 Morita Duality — A Survey
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    Chapter 31 On the Structure of Linearly Compact Rings and Their Dualities
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    Chapter 32 Direct Sum Cancellation over Noetherian Rings
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    Chapter 33 On Composition Series of a Module with Respect to a Set of Gabriel Topologies
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    Chapter 34 A Remark on Left Pseudo-Artinian Rings
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    Chapter 35 Lattice of Submodules and Isomorphism of Subquotients
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    Chapter 36 A Module-Theoretical Approach to Vector Space Categories
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    Chapter 37 The Representation Type of Group Algebras