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SKULA, L. DILCHER, K.
Original Title
The cube of the Fermat quotient
Type
journal article - other
Language
English
Original Abstract
In this paper a certain polynomial congruence modulo a prime greater than 3 is proved, and as a consequence a congruence for the cube of the Fermat quotient to base 2 is presented in terms of simple finite sums.
Keywords
Fermat Quotient, sums of reciprocals, antiderivatives
Authors
SKULA, L.; DILCHER, K.
RIV year
2007
Released
6. 2. 2007
Publisher
Amer.Math.Soc.
Location
New York
Pages from
1
Pages to
12
Pages count
BibTex
@article{BUT44837, author="Ladislav {Skula} and Karl {Dilcher}", title="The cube of the Fermat quotient", year="2007", volume="6", number="A24", pages="1--12" }