John Blythe Dobson
Published 2012-07-24, updated 2013-05-07Version 2
This paper presents some refinements of the representation of the Fermat quotient of base 2 as an alternating series which was discovered by Eisenstein in 1850, including some evaluations that are believed to be new.
Comments: 1 table (at end)
On Lerch's formula for the Fermat quotient
Evaluations of three series of the type $\sum_{k=0}^\infty(ak+b)x^k/\binom{4k}{2k}$
Polynomial identities and Fermat quotients
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