num_pages: 226
description: Galois theory is a mature mathematical subject of particular beauty. Any Galois theory book written nowadays bears a great debt to Emil Artins classic text Galois Theory and this book is no exception. While Artins book pioneered an approach to Galois theory that relies heavily on linear algebra this books author takes the linear algebra emphasis even further. This special approach to the subject together with the clarity of its presentation as well as the choice of topics covered has made the first edition of this book a more than worthwhile addition to the literature on Galois Theory. The second edition with a new chapter on transcendental extensions will only further serve to make the book appreciated by and approachable to undergraduate and beginning graduate math majors.
language: English
title: Galois Theory
publisher: Springer