Computational Problems, Methods, and Results in Algebraic Number Theory Authors Horst G. Zimmer Book 5 Citations 8.3k Downloads Part of the Lecture Notes in Mathematics book series (LNM, volume 262)
Chapters Table of contents (13 chapters) About About this book Table of contents Search within book Front Matter Pages I-V PDF Introduction Horst G. Zimmer Pages 1-2 Finite fields Horst G. Zimmer Pages 2-4 Factorization of polynomials Horst G. Zimmer Pages 5-11 Galois groups Horst G. Zimmer Pages 11-14 Continued fractions Horst G. Zimmer Pages 14-18 Field extensions Horst G. Zimmer Pages 18-24 Modules and orders Horst G. Zimmer Pages 24-29 Products of linear forms Horst G. Zimmer Pages 29-35 Units in algebraic number fields Horst G. Zimmer Pages 35-40 Class numbers of algebraic number fields Horst G. Zimmer Pages 40-50 Class groups and class fields of algebraic number fields Horst G. Zimmer Pages 51-56 Diophantine equations Horst G. Zimmer Pages 56-70 The hasse principle for cubic surfaces Horst G. Zimmer Pages 70-71 Back Matter Pages 72-103 PDF About this book Keywords Algebraic Finite algebra equation finite field number theory Bibliographic information DOI https://doi.org/10.1007/BFb0058472 Copyright Information Springer-Verlag Berlin Heidelberg 1972 Publisher Name Springer, Berlin, Heidelberg eBook Packages Springer Book Archive Print ISBN 978-3-540-05822-9 Online ISBN 978-3-540-37466-4 Series Print ISSN 0075-8434 Series Online ISSN 1617-9692 Buy this book on publisher's site Industry Sectors Pharma Automotive Finance, Business & Banking Consumer Packaged Goods Aerospace Oil, Gas & Geosciences Buy options