Fermat pseudoprime/Definition: Difference between revisions

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A definition or brief description of Fermat pseudoprime.

A composite number q such that a^{q − 1}≡ 1 (mod q) for any a that is coprime with q and a is between 2 and q-2

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	<noinclude>{{A composite number ''q'' such that ''a''<sup>q − 1</sup>&equiv; 1 (mod ''q'') for any ''a'' that is coprime with ''q'' and ''a'' is between 2 and ''q-2''~~}}</noinclude>~~		<noinclude>{{Subpages}}</noinclude>
			A composite number ''q'' such that ''a''<sup>q − 1</sup>&equiv; 1 (mod ''q'') for any ''a'' that is coprime with ''q'' and ''a'' is between 2 and ''q-2''