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Item(s) in original BibTeX format

@article{EM97,
	author={R. Ernvall and T. Mets{\"a}nkyl{\"a}},
	title={On the $p$-Divisibility of {Fermat} Quotients},
	abstract={The authors carried out a numerical search for Fermat quotients $Q_{a}=(a^{p-1}-1)/p$
		vanishing mod $p$, for $1 \le a \le p-1$, up to $p< 10^6$. This article
		reports on the results and surveys the associated theoretical properties
		of $Q_{a}$. The approach of fixing the prime $p$ rather than the base $a$
		leads to some aspects of the theory apparently not published before.},
	journal= mc,
	volume= 66,
	year= 1997,
	pages={1353--1365},
	mrnumber={97i:11003}
}