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International Symposium on Ring Theory
Overview of attention for book
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
Overall attention for this book and its chapters
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Mentioned by
syllabi
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institution with syllabi
Readers on
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Mendeley
Book overview
1. Generalized Deviations of Posets with Applications to Chain Conditions on Modules
2. Stability Properties of Exchange Rings
3. Good Conditions for the Total
4. Semicentral Reduced Algebras
5. On Generalizations of Injectivity
6. Auslander-Gorenstein Rings for Beginners
7. The Flat Cover Conjecture and Its Solution
8. Some Results on Skew Polynomial Rings over a Reduced Ring
9. Derived Equivalences and Tilting Theory
10. CS-Property of Direct Sums of Uniform Modules
11. Generalized Principally Injective Maximal Ideals
12. The Module of Differentials of a Noncommutative Ring Extension
13. Dual Bimodules and Nakayama Permutations
14. The Coinduced Functor and Homological Properties of Hopf Modules
15. Hopf Algebra Coaction and Its Application to Group-Graded Rings
16. Non-Commutative Valuation Rings and Their Global Theories
17. On the Maximal t -Corational Extensions of Modules
18. On Values of Cyclotomic Polynomials
19. Generalized Jordan Derivations
20. On Quasi-Frobenius Rings
21. Theories of Harada in Artinian Rings and Applications to Classical Artinian Rings
22. On Some Dimensions of Modular Lattices and Matroids
23. On Torsion-free Modules over Valuation Domains
24. Hecke Orders, Cellular Orders and Quasi-Hereditary Orders
25. Some Kind of Duality
26. On Inertial Subalgebras of Certain Rings
27. Some Recent Results on Hopficity, Co-hopficity and Related Properties
28. Some Studies on QcF-coalgebras
29. Finitely Pseudo-Frobenius Rings
30. Surjectivity of Linkage Maps
31. Infinite Quivers and Cohomology Groups
Summary
Syllabi
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https://opensyllabus.org/
So far, Altmetric has seen this research output assigned in
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syllabus from an institution on Open Syllabus Project.
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Engineering, Biology, Medicine, Economics, Chemistry