Publication detail

Fermat and Wilson Quotiens for p-Adic Intagers

SKULA, L.

Original Title

Fermat and Wilson Quotiens for p-Adic Intagers

Type

journal article - other

Language

English

Original Abstract

Using the p-adic limit, the notions of Fermat and Wilson quotiens for composite moduli are transferred to those for p-adic integers. Some theorems on these quotients are presented with in particular are analogues to results of Eisenstein, Lerch, Fredmann and Tamarkine.

Keywords

Fermat quotient, Wilson quotient; p-adic integer; p-adic limit; p-adic logarithm.

Authors

SKULA, L.

Released

28. 1. 1998

Publisher

Universitates Ostraviensis

Pages from

167

Pages to

181

Pages count

15

BibTex

@article{BUT43158,
  author="Ladislav {Skula}",
  title="Fermat and Wilson Quotiens for p-Adic Intagers",
  year="1998",
  volume="1998",
  number="6",
  pages="167--181"
}