Description
Book SynopsisThis volume consists of a collection of invited papers on the theory of rings and modules, most of which were presented at the biennial Ohio State — Denison Conference, May 1992, in memory of Hans Zassenhaus. The topics of these papers represent many modern trends in Ring Theory. The wide variety of methodologies and techniques demonstrated will be valuable in particular to young researchers in the area. Covering a broad range, this book should appeal to a wide spectrum of researchers in algebra and number theory.
Table of ContentsA characterization of semiperfect rings and modules, G. Azumaya; on universal localizations at semiprime Goldie ideals, J. Beachy; strongly and properly semiprime modules and rings, K. Beidar and R. Wisbauer; enveloping algebras of infinite dimensional lie algebras and lie superalgebras, J. Bergen; primes of skew fields, H.H. Brungs; uniform ranks of prime factors of skew polynomial rings, K.R. Goodearl; weakly-projective modules, S.K. Jain, et al; classification of modules suitable for transferring properties between the modules and their endomorphism rings, S.M. Khuri; ring theoretic properties of the co-ordinate rings of quantum symplectic and euclidean space, I.M. Musson; when direct sums of singular injectives are injective, S.S. Page and Y. Zhou; polynomials over division rings, and their applications, L. Rowen; characterization of rings using lifting and extending modules, N. Vanaja; right locally distributive rings, M.I. Wright; on weakly semi-primitive rings, J.M. Zelmanowitz; a convenient source of homological examples over artinian rings, B. Zimmermann-Huisgen. Part contents.
