By Nathan Jacobson

Volume II includes all the topics frequently lined in a first-year graduate path in algebra. subject matters comprise different types, common algebra, modules, simple constitution thought of earrings, classical illustration idea of finite teams, components of homological algebra with functions, commutative perfect idea, and officially genuine fields. as well as the fast creation and incessant use of different types and functors, it revisits many themes from quantity I with better intensity and class. routines seem during the textual content, in addition to insightful, conscientiously defined proofs.

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