A Book of Abstract Algebra pdf

A Book of Abstract Algebra pdf

A Book of Abstract Algebra pdf : Pages 358

By Charles C. Pinter Professor of Mathematics Bucknell University

Why Abstract Algebra? ; Operations ; The Definition of Groups ; Elementary Properties of Groups ; Subgroups ; Functions ; Groups of Permutations ; Permutations of a Finite Set ; Isomorphism ; Order of Group Elements ; Cyclic Groups ; Partitions and Equivalence Relations ; Counting Cosets ; Homomorphisms ; Quotient Groups ; The Fundamental Homomorphism Theorem ; Rings: Definitions and Elementary Properties ; Ideals and Homomorphisms ; Quotient Rings ; Integral Domains ; The Integers ; Factoring into Primes ; Elements of Number Theory (Optional) ; Rings of Polynomials ; ……………

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