Advances in rings and modules
Author(s)
Bibliographic Information
Advances in rings and modules
（Contemporary mathematics, 715）
American Mathematical Society, c2018
Available at / 26 libraries
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Library, Research Institute for Mathematical Sciences, Kyoto University数研
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Includes bibliographical references
Description and Table of Contents
Description
This volume, dedicated to Bruno J. Muller, a renowned algebraist, is a collection of papers that provide a snapshot of the diversity of themes and applications that interest algebraists today.
The papers highlight the latest progress in ring and module research and present work done on the frontiers of the topics discussed.
In addition, selected expository articles are included to give algebraists and other mathematicians, including graduate students, an accessible introduction to areas that may be outside their own expertise.
Table of Contents
G. Abrams, B. Greenfeld, Z. Mesyan, and K. M. Rangaswamy, Chains of semiprime and prime ideals in Leavitt path algebras
T. Albu, The conditions $(C_i),i=1,2,3,11,12$, in rings, modules, categories, and lattices
A. Y. Ammar, A. S. El-Araby, M. A. Kamal, and N. S. Mahmoud, On $K$-semi discrete modules
M. Ashraf and A. Jabeen, Nonlinear Lie triple higher derivation on triangular algebras
J. A. Beachy and C. M. Leroux, On universal localization of Noetherian rings
G. F. Birkenmeier and E. K. S. Lee, A survey of intrinsic extensions of rings
W. D. Burgess and R. Raphael, The reduced ring order and lower semi-lattices
F. Campanini and A. Facchini, On a category of extensions whose endomorphism rings have at most four maximal ideals
N. V. Dung and J. L. Garcia, Tilting cotorsion pairs and pure semisimple rings
K. R. Goodearl and M. T. Yakimov, Twist invariants of graded algebras
P. A. Guil Asensio, D. K. Keskin Tutuncu, and A. K. Srivastava, Modules invariant under monomorphisms of their envelopes
D. V. Huynh and D. D. Tai, Some results and questions on left-right symmetry
A. Karimi-Mansoub, T. Kosan, and Y. Zhou, Rings in which every unit is a sum of a nilpotent and an idempotent
D. Khurana and T. Y. Lam, Commutators and anti-commutators of idempotents in rings
S. Lopez-Permouth and L. H. Rowen, Distributive hierarchies of binary operations
H. Marubayashi and A. Ueda, Idealizers in differential polynomial rings and generalized HNP rings
J. K. Park and S. T. Rizvi, Module Hulls--similarities and contrasts
S. Singh, Direct sums of completely almost self-injective modules.
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