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Abelian Groups, Rings, and Modules gives an introduction to this newly developing field. This book reviews basic results from homological and commutative algebra, considering Gorenstein rings from a homological point of view and providing examples of Iwanaga-Gorenstein rings. It discusses relative homological algebra and demonstrates connections between Gorenstein algebra and Tate homology. Featuring contributions from leading international experts, this text consists of proceedings from a conference held at Auburn University in September, 2004. This book makes an ideal reference for mathematicians and graduate students studying in the fields of Abelian groups, rings, modules, and homological algebra.
