Publication detail

Fermat Quotients for Composite Moduli

AGOH T., DILCHER K., SKULA L.

Original Title

Fermat Quotients for Composite Moduli

Type

journal article - other

Language

English

Original Abstract

Analogues of Fermat quotients for a composite modulus m >= 2 are investigated, with special emphasis on various congruences. In particular, the number m for which a^fi(m) = 1 (mod m^2), where gcd(a, m) = 1, ("Wieferich number with base a") are completely characterized in terms of the Wieferich primes with base a.

Authors

AGOH T., DILCHER K., SKULA L.

Released

12. 4. 1996

Publisher

Academic Press

Location

London, New York

Pages from

29

Pages to

50

Pages count

22

BibTex

@article{BUT43155,
  author="Takashi {Agoh} and Ladislav {Skula} and Karl {Dilcher}",
  title="Fermat Quotients for Composite Moduli",
  year="1996",
  volume="Sept 1997",
  number="66",
  pages="29--50"
}