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Springer Galois Theory: 101 - Graduate Texts in Mathematics

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Description

Explore the foundations of algebra with Galois Theory: 101 from the Springer Graduate Texts in Mathematics series. This book provides an introduction to Galois theory modeled after the original Memoir on the Conditions for Solvability of Equations by Radicals. To help readers understand the historical context, the text explains the antecedents of the theory found in the works of Newton, Lagrange, Gauss, Vandemonde, and even the ancient Babylonians. Beyond historical background, the book covers the modern formulation of the theory to ensure a complete understanding. This resource is designed for students and mathematicians, featuring many exercises with included answers to reinforce learning. It also includes a helpful English translation of Galois' original memoir.

Key Features

This Springer publication provides a comprehensive introduction to Galois theory following the original memoir on the solvability of equations by radicals.

The text places Galois' main ideas in a historical setting by explaining the work of Newton, Lagrange, Gauss, Vandemonde, and ancient Babylonians.

Readers can master the modern formulation of the theory through clear explanations provided in this Graduate Texts in Mathematics volume.

The book includes numerous exercises with answers to help students practice and verify their understanding of algebraic concepts.

An English translation of Galois' memoir is included to allow direct study of the historical mathematical text.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
14 May 1984
Listed Since
08 February 2007

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