Abstract Algebra and Solution by Radicals (Dover Books on Mathematics)
by John E. Maxfield, Margaret W. Maxfield
Abstract Algebra and Solution by Radicals introduces core concepts in abstract algebra, from groups and rings to fields. It examines the theory of solving polynomial equations by radicals, offering clear explanations and proofs for mathematics students and professionals seeking a solid foundation in these areas.
About This Book
Abstract Algebra and Solution by Radicals offers an accessible treatment of key topics in modern algebra. The authors present the material in a structured manner suitable for undergraduate study.
The book covers essential principles of abstract algebra, including groups, rings, and fields. It builds a foundation for understanding algebraic structures.
Additionally, it delves into the solution of polynomial equations by radicals, connecting classical and abstract approaches. Readers gain insight into solvability criteria and historical developments.
Published as part of the Dover Books on Mathematics series, this edition makes advanced topics available at an affordable price. It serves as a valuable resource for self-study or classroom use.
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