Analytic pro-p groups
2nd ed. rev. and enl. / by Marcus du Sautoy & Dan Segal.
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Author
Contributions
- Dixon, John D. - Contributor
- Du Sautoy, Marcus. - Contributor
- Segal, Daniel, Ph.D. - Contributor
Publication
1999 - Cambridge University Press, Cambridge [England], England
Language
English
Word Count
92,000 words, Guess
Page Count
368 pages
Identifiers
- Open LibraryOL31300M
- ISBN-100521650119
- OCLC Control Number40631680
- OCLC Control Number224031742
- Internet Archiveanalyticpropgrou00dixo
and 3 more
- Library of Congress Control Number99011615
- LibraryThing1455419
- Goodreads1244857
Classifications
- DDC512/.2
- LCCQA177 .A534 1999
Description
The first edition of this book was the indispensable reference for researchers in the theory of pro-p groups. In this second edition the presentation has been improved and important new material has been added. The first part of the book is group-theoretic. It develops the theory of pro-p groups of finite rank, starting from first principles and using elementary methods. Part II introduces p-adic analytic groups: by taking advantage of the theory developed in Part I, it is possible to define these, and derive all the main results of p-adic Lie theory, without having to develop any sophisticated analytic machinery. Part III, consisting of new material, takes the theory further. Among those topics discussed are the theory of pro-p groups of finite coclass, the dimension subgroup series, and its associated graded Lie algebra. The final chapter sketches a theory of analytic groups over pro-p rings other than the p-adic integers.
Subjects
Series Statement
- Cambridge studies in advanced mathematics ;
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