John K. Osoinach, Jr, The University of Dallas, Irving, TX.
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Description
Group theory: Introduction Binary operations Groups Subgroups and generating sets Applications of subgroups Types of groups: Quotient groups Cyclic groups Direct products The isomorphism theorems The symmetric groups Alternating groups Ring theory: Rings Commutative rings Fields Quotient rings Linear algebra: Vector spaces Linear transformations Field theory: Extension fields Algebraic extensions Intermediate group theory: Group actions The Sylow theorems Appendices: Relations and functions Matrices Complex numbers Index