Publication detail

Wilson Quotients for Composite Moduli

SKULA, L.,AGOH, T., DILCHER K.

Original Title

Wilson Quotients for Composite Moduli

Type

journal article - other

Language

English

Original Abstract

An analogue for composite moduli m >= 2 of the Wilson quotient is studied. Various congruences are derived, and the question of when thesse quotients are divisible by m is investigated; such an m will be called a "Wilson number". It is shown that numbers in certain infinite classes cannot be Wilson numbers. Eight new Wilson numbers up to 500 million werw found.

Authors

SKULA, L.,AGOH, T., DILCHER K.

Released

23. 1. 1995

Publisher

America mathematical society

Pages from

843

Pages to

861

Pages count

19

BibTex

@article{BUT43157,
  author="Ladislav {Skula}",
  title="Wilson Quotients for Composite Moduli",
  year="1995",
  volume="Aprl 1998",
  number="222",
  pages="843--861"
}