Full Product Details
Author: Steven Roman
Publisher: Springer-Verlag New York Inc.
Imprint: Springer-Verlag New York Inc.
Edition: Second Edition 2006
Volume: 158
Dimensions:
Width: 15.50cm
, Height: 1.80cm
, Length: 23.50cm
Weight: 0.534kg
ISBN: 9781441920959
ISBN 10: 1441920951
Pages: 335
Publication Date: 17 September 2011
Audience:
College/higher education
,
Undergraduate
Format: Paperback
Publisher's Status: Active
Availability: Out of stock
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Reviews
From the reviews of the second edition: Springer has just released the second edition of Steven Roman's Field Theory, and it continues to be one of the best graduate-level introductions to the subject out there. ... Every section of the book has a number of good exercises that would make this book excellent to use either as a textbook or to learn the material on your own. All in all, I recommend this book highly as it is a well-written expository account of a very exciting area in mathematics. (Darren Glass, The MAA Mathematical Sciences Digital Library, February, 2006) The second edition of Roman's Field Theory ... offers a graduate course on Galois theory. ... The author's approach is mainly standard ... . the merits of such an approach would have been helpful for readers who already know some Galois theory, or for instructors who have to pick a textbook. ... The clarity of exposition and lots of exercises make this a suitable textbook for a graduate course on Galois theory. (Franz Lemmermeyer, Zentralblatt MATH, Vol. 1172, 2009)
From the reviews of the second edition: Springer has just released the second edition of Steven Roman's Field Theory, and it continues to be one of the best graduate-level introductions to the subject out there. ! Every section of the book has a number of good exercises that would make this book excellent to use either as a textbook or to learn the material on your own. All in all, I recommend this book highly as it is a well-written expository account of a very exciting area in mathematics. (Darren Glass, The MAA Mathematical Sciences Digital Library, February, 2006)
From the reviews of the second edition: Springer has just released the second edition of Steven Roman's Field Theory, and it continues to be one of the best graduate-level introductions to the subject out there. ... Every section of the book has a number of good exercises that would make this book excellent to use either as a textbook or to learn the material on your own. All in all, I recommend this book highly as it is a well-written expository account of a very exciting area in mathematics. (Darren Glass, The MAA Mathematical Sciences Digital Library, February, 2006) The second edition of Roman's Field Theory ... offers a graduate course on Galois theory. ... The author's approach is mainly standard ... . the merits of such an approach would have been helpful for readers who already know some Galois theory, or for instructors who have to pick a textbook. ... The clarity of exposition and lots of exercises make this a suitable textbook for a graduate course on Galois theory. (Franz Lemmermeyer, Zentralblatt MATH, Vol. 1172, 2009)
From the reviews of the second edition: Springer has just released the second edition of Steven Roman's Field Theory, and it continues to be one of the best graduate-level introductions to the subject out there. ! Every section of the book has a number of good exercises that would make this book excellent to use either as a textbook or to learn the material on your own. All in all, I recommend this book highly as it is a well-written expository account of a very exciting area in mathematics. (Darren Glass, The MAA Mathematical Sciences Digital Library, February, 2006) The second edition of Roman's Field Theory ! offers a graduate course on Galois theory. ! The author's approach is mainly standard ! . the merits of such an approach would have been helpful for readers who already know some Galois theory, or for instructors who have to pick a textbook. ! The clarity of exposition and lots of exercises make this a suitable textbook for a graduate course on Galois theory. (Franz Lemmermeyer, Zentralblatt MATH, Vol. 1172, 2009)
