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This classic monograph is geared toward advanced undergraduates and graduate students. The treatment presupposes some familiarity with sets, groups, rings, and vector spaces.
The four-part approach begins with examinations of sets and maps, monoids and groups, categories, and rings. The second part explores unique factorization domains, general module theory, semisimple rings and modules, and Artinian rings. Part three’s topics include localization and tensor products, principal ideal domains, and applications of fundamental theorem. The fourth and final part covers algebraic field extensions and Dedekind domains. Exercises are provided at the end of each chapter.
Ebook for Groups, Rings, Modules (Dover Books on Mathematics) is an impressive research guide that goes above and past what is typically anticipated. The precise building and construction of this source, which integrates intellectual understandings with practical strategies to test preparation, makes it an extremely valuable instrument for students. This manual, which was written by $_authors$, that are well-regarded academics in their particular fields, and released by $_publisher$ on $_publish_date$, is an indispensable source for any person that is pursuing accomplishing success in Test bank, Solution manual.
This classic monograph is geared toward advanced undergraduates and graduate students. The treatment presupposes some familiarity with sets, groups, rings, and vector spaces.
The four-part approach begins with examinations of sets and maps, monoids
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