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Introduction to Algebra
Based on the author's years of teaching experience, this textbook provides undergraduates with a clear and carefully paced introduction to abstract algebra. It begins with groups and rings, developing important concepts thoroughly before moving on to subrings, homomorphisms, and ideals. Later
chapters then introduce a number of more advanced topics, including simple groups and extensions, Noetherian rings, universal algebra, lattices, categories, Galois theory, and coding theory. The author has included a chapter on constructing the number systems, where he gives three different proofs
that transcendental numbers exist.
chapters then introduce a number of more advanced topics, including simple groups and extensions, Noetherian rings, universal algebra, lattices, categories, Galois theory, and coding theory. The author has included a chapter on constructing the number systems, where he gives three different proofs
that transcendental numbers exist.
Paperback
First published July 9, 1998
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April 11, 2021
A self contained introduction to undergraduate mathematics.
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