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Huynh, Dinh

Advances in Ring Theory

Huynh, Dinh - Advances in Ring Theory, ebook

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ISBN: 9783034602860
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Table of contents

1. Applications of Cogalois Theory to Elementary Field Arithmetic
Toma Albu

2. On Big Lattices of Classes of R-modules Defined by Closure Properties
Alejandro Alvarado García, Hugo Alberto Rincón Mejía, José Ríos Montes

3. Reversible and Duo Group Rings
Howard E. Bell, Yuanlin Li

4. Principally Quasi-Baer Ring Hulls
Gary F. Birkenmeier, Jae Keol Park, S. Tariq Rizvi

5. Strongly Prime Ideals of Near-rings of Continuous Functions
G. L. Booth

6. Elements of Minimal Prime Ideals in General Rings
W. D. Burgess, A. Lashgari, A. Mojiri

7. On a Theorem of Camps and Dicks
Victor Camillo, Pace P. Nielsen

8. Applications of the Stone Duality in the Theory of Precompact Boolean Rings
Mitrofan M. Choban, Mihail I. Ursul

9. Over Rings and Functors
John Dauns

10. On Some Classes of Repeated-root Constacyclic Codes of Length a Power of 2 over Galois Rings
Hai Q. Dinh

11. Couniformly Presented Modules and Dualities
Alberto Facchini, Nicola Girardi

12. Semiclassical Limits of Quantized Coordinate Rings
K. R. Goodearl

13. On Unit-Central Rings
Dinesh Khurana, Greg Marks, Ashish K. Srivastava

14. Symplectic Modules and von Neumann Regular Matrices over Commutative Rings
T. Y. Lam, R. G. Swan

15. Extensions of Simple Modules and the Converse of Schur’s Lemma
Greg Marks, Markus Schmidmeier

16. Report on Exchange Rings
Saad H. Mohamed

17. Filtrations in Semisimple Lie Algebras, III
D. S. Passman

18. On the Blowing-up Rings, Arf Rings and Type Sequences
D. P. Patil

19. A Guide to Supertropical Algebra
Zur Izhakian, Louis Rowen

20. Projective Modules, Idempotent Ideals and Intersection Theorems
Patrick F. Smith

21. On Ef-extending Modules and Rings with Chain Conditions
Le Thuyet, Truong Cong Quynh

22. On Clean Group Rings
Yiqiang Zhou

Keywords: Mathematics, Associative Rings and Algebras, Commutative Rings and Algebras

Author(s)
 
Publisher
Springer
Publication year
2010
Language
en
Edition
1
Series
Trends in Mathematics
Page amount
9 pages
Category
Natural Sciences
Format
Ebook
eISBN (PDF)
9783034602860

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