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This accessible introduction to the mathematics of rings and fields shows how algebraic techniques can be used to solve many difficult problems. The book is carefully organized. Prerequisite mathematical skills are introduced at the beginning, and each chapter opens with an introduction to a problem followed by the development of the algebraic techniques necessary for its solution, using concrete mathematical and non-mathematical examples. Although prior knowledge of group theory is not required, a chapter is included which states the axiom for a group and proves the group theoretic results needed in Galois theory. The work is intended for advanced students and researchers in mathematics, computer science, and electronic engineering.
This book investigates the application of algebraic structures, specifically rings and fields, to solve complex problems across mathematics, computer science, and engineering. Graham J. Ellis provides a structured pedagogical framework that introduces necessary prerequisites before advancing into higher-level theory. By grounding abstract concepts in concrete examples, the text aims to bridge the gap between theoretical algebra and practical problem-solving applications.
What You Will Find
Experts and students frequently note the book's accessible approach to complex algebraic topics, making it a useful resource for those outside pure mathematics. The text is recognized for its clear organization and its ability to provide necessary background knowledge without requiring extensive prior study in group theory.
Page Count:
169
Publication Date:
1992-01-01
Publisher:
Oxford University Press
ISBN-10:
019853454X
ISBN-13:
9780198534549
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