International Symposium on Ring Theory

Table of Contents

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   Book Overview
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   Chapter 1 Generalized Deviations of Posets with Applications to Chain Conditions on Modules
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   Chapter 2 Stability Properties of Exchange Rings
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   Chapter 3 Good Conditions for the Total
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   Chapter 4 Semicentral Reduced Algebras
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   Chapter 5 On Generalizations of Injectivity
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   Chapter 6 Auslander-Gorenstein Rings for Beginners
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   Chapter 7 The Flat Cover Conjecture and Its Solution
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   Chapter 8 Some Results on Skew Polynomial Rings over a Reduced Ring
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    Chapter 9 Derived Equivalences and Tilting Theory
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    Chapter 10 CS-Property of Direct Sums of Uniform Modules
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    Chapter 11 Generalized Principally Injective Maximal Ideals
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    Chapter 12 The Module of Differentials of a Noncommutative Ring Extension
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    Chapter 13 Dual Bimodules and Nakayama Permutations
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    Chapter 14 The Coinduced Functor and Homological Properties of Hopf Modules
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    Chapter 15 Hopf Algebra Coaction and Its Application to Group-Graded Rings
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    Chapter 16 Non-Commutative Valuation Rings and Their Global Theories
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    Chapter 17 On the Maximal t -Corational Extensions of Modules
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    Chapter 18 On Values of Cyclotomic Polynomials
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    Chapter 19 Generalized Jordan Derivations
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    Chapter 20 On Quasi-Frobenius Rings
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    Chapter 21 Theories of Harada in Artinian Rings and Applications to Classical Artinian Rings
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    Chapter 22 On Some Dimensions of Modular Lattices and Matroids
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    Chapter 23 On Torsion-free Modules over Valuation Domains
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    Chapter 24 Hecke Orders, Cellular Orders and Quasi-Hereditary Orders
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    Chapter 25 Some Kind of Duality
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    Chapter 26 On Inertial Subalgebras of Certain Rings
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    Chapter 27 Some Recent Results on Hopficity, Co-hopficity and Related Properties
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    Chapter 28 Some Studies on QcF-coalgebras
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    Chapter 29 Finitely Pseudo-Frobenius Rings
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    Chapter 30 Surjectivity of Linkage Maps
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    Chapter 31 Infinite Quivers and Cohomology Groups