Modules and Comodules

Table of Contents

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   Book Overview
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   Chapter 1 Injective Morita Contexts (Revisited)
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   Chapter 2 A Categorical Proof of a Useful Result
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   Chapter 3 On Nichols Algebras with Generic Braiding
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   Chapter 4 Dual Algebras of Some Semisimple Finite-dimensional Hopf Algebras
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   Chapter 5 Balanced Bilinear Forms for Corings
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   Chapter 6 Ring Hulls of Semiprime Homomorphic Images
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   Chapter 7 Notes on Formal Smoothness
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   Chapter 8 Certain Chain Conditions in Modules over Dedekind Domains and Related Rings
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    Chapter 9 τ -Injective Modules
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    Chapter 10 A Note on Polynomial Rings over Nil Rings
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    Chapter 11 QI-modules
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    Chapter 12 Corings with Exact Rational Functors and Injective Objects
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    Chapter 13 Preradicals of Associative Algebras and their Connections with Preradicals of Modules
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    Chapter 14 On the Construction of Separable Modules
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    Chapter 15 Essential Extensions of a Direct Sum of Simple Modules-II
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    Chapter 16 Pseudo-Galois Extensions and Hopf Algebroids
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    Chapter 17 Cohereditary Modules in σ [ M ]
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    Chapter 18 When Maximal Linearly Independent Subsets of a Free Module Have the Same Cardinality?
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    Chapter 19 Embedding Group Algebras into Finite von Neumann Regular Rings
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    Chapter 20 The Local Multiplier Algebra: Blending Noncommutative Ring Theory and Functional Analysis
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    Chapter 21 On Some Injective Modules In σ [ M ]
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    Chapter 22 Biproducts and Two-cocycle Twists of Hopf Algebras