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Arithmetical Similarities

Prime Decomposition and Finite Group Theory

Language EnglishEnglish
Book Hardback
Book Arithmetical Similarities Norbert Klingen
Libristo code: 04527475
Publishers Oxford University Press, April 1998
This book deals with the characterization of extensions of number fields in terms of the decompositi... Full description
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This book deals with the characterization of extensions of number fields in terms of the decomposition of prime ideals, and with the group-theoretic questions arising from this number-theoretic problem. One special aspect of this question is the equality of Dedekind zeta functions of different number fields. This is an established problem which was solved for abelian extensions by class field theory, but which was only studied in detail in its general form from around 1970. The basis for the new results was a fruitful exchange between number theory and group theory. Some of the outstanidng results are based on the complete classification of all finite simple groups. This book reports on the great progress achieved in this period. It allows access to the new developments in this part of algebraic number theory and contains a unique blend of number theory and group theory. The results appear for the first time in a monograph and they partially extend the published literature.

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About the book

Full name Arithmetical Similarities
Language English
Binding Book - Hardback
Date of issue 1998
Number of pages 286
EAN 9780198535980
ISBN 0198535988
Libristo code 04527475
Weight 575
Dimensions 161 x 242 x 19
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