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@article{ADS98,
	author={T. Agoh and K. Dilcher and L. Skula},
	title={Wilson Quotients for Composite Moduli},
	abstract={An analogue for composite moduli $m \geq 2$ of the Wilson quotient is studied.
		Various congruences are derived, and the question of when these 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 were found.},
	journal= mc,
	volume= 67,
	year= 1998,
	pages={843--861},
	mrnumber={98h:11003}
}