Published: 2016-09-23
Language: EN

Wild primes of a higher degree self-equivalence of a number field

Alfred Czogała , Beata Rothkegel , Andrzej Sładek

Abstract

Let ????>2 be a prime number. Let K be a number field containing a unique ????-adic prime and assume that its class is an ????th power in the class group CK. The main theorem of the paper gives a sufficient condition for a finite set of primes of K to be the wild set of some Hilbert self-equivalence of K of degree ????.

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Citation rules

Czogała, A., Rothkegel, B., & Sładek, A. (2016). Wild primes of a higher degree self-equivalence of a number field. Annales Mathematicae Silesianae, 30, 17–38. Retrieved from https://trrest.vot.pl/ojsus/index.php/AMSIL/article/view/13954

Domyślna okładka

Vol. 30 (2016)
Published: 2016-09-23


ISSN: 0860-2107
eISSN: 2391-4238
Ikona DOI 10.1515/amsil

Publisher
University of Silesia Press

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