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Advances in Ring Theory S. K Jain

Advances in Ring Theory By S. K Jain

Advances in Ring Theory by S. K Jain


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Summary

Presenting current developments and trends in ring theory, this text highlights newer techniques as well as those that are more established.

Advances in Ring Theory Summary

Advances in Ring Theory by S. K Jain

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Table of Contents

Kasch modules, T. Albu and R. Wisbauer; compactness in categories and interpretations, P.N. A/'nh and R. Wiegandt; a ring of Morita context in which every right ideal is weakly self-injective, S. Barthwal et al; splitting theorems and a problem of Muller, G.F. Birkenmeier et al; decomposition of DI modules, R.A. Brown and M.H. Wright; right cones in groups, H.H. Brungs and G. Torner; on extensions of regular rings of finite index by central elements, W.D. Burgess and R.A. Raphael; intersections of modules, J. Dauns; minimal cogenerators over Osofsky and Camillo rings, C. Faith; uniform modules over Goldine prime serial rings, F. Guerriero; co- versus contravariant finiteness of categories of representations, B. Huisgen-Zimmermann and S.O. Smal. (Part contents)

Additional information

NPB9780817639693
9780817639693
0817639691
Advances in Ring Theory by S. K Jain
New
Hardback
Birkhauser Boston Inc
1997-11-18
344
N/A
Book picture is for illustrative purposes only, actual binding, cover or edition may vary.
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