An edition of Topics in Galois theory (1992)

Topics in Galois Theory (Research Notes in Mathematics)

2 edition
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Last edited by Stew
March 21, 2023 | History
An edition of Topics in Galois theory (1992)

Topics in Galois Theory (Research Notes in Mathematics)

2 edition

This edition doesn't have a description yet. Can you add one?

Publish Date
Publisher
A K Peters, Ltd.
Language
English
Pages
120

Buy this book

Previews available in: English

Edition Availability
Cover of: Topics in Galois theory
Topics in Galois theory
2008, AK Peters, A K Peters/CRC Press
in English - 2nd ed.
Cover of: Topics in Galois Theory (Research Notes in Mathematics)
Topics in Galois Theory (Research Notes in Mathematics)
November 15, 2007, A K Peters, Ltd.
Hardcover in English - 2 edition
Cover of: Topics in Galois theory
Topics in Galois theory
1992, Jones and Bartlett Publishers, Brand: A K Peters/CRC Press, A K Peters/CRC Press
in English
Cover of: Topics in Galois theory
Topics in Galois theory
1992, Jones and Bartlett Publishers
in English

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Book Details


First Sentence

"G = Z/2Z: all quadratic extensions can be obtained by taking square roots: the map P1 P1 given by X X2 is generic (in characteristics different from 2 - for a characteristics-free equation, one should use X3 - TX + 1 = 0 instead)."

The Physical Object

Format
Hardcover
Number of pages
120

ID Numbers

Open Library
OL9533216M
Internet Archive
topicsgaloistheo00serr_324
ISBN 10
1568814127
ISBN 13
9781568814124
Library Thing
5544854
Goodreads
2769274

First Sentence

"G = Z/2Z: all quadratic extensions can be obtained by taking square roots: the map P1 P1 given by X X2 is generic (in characteristics different from 2 - for a characteristics-free equation, one should use X3 - TX + 1 = 0 instead)."

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History

Download catalog record: RDF / JSON
March 21, 2023 Edited by Stew Fix author.
March 21, 2023 Edited by bitnapper Merge works (MRID: 53358)
December 29, 2022 Edited by Tom Morris merge authors
April 14, 2013 Edited by Jessamyn West merge authors
December 9, 2009 Created by WorkBot add works page