Difference between revisions of "Constant APS of an abelian group"

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Revision as of 23:05, 21 January 2009


Let G be an Abelian group. The constant APS of G is an APS whose n^{th} member is G, and where the concatenation map \Phi_{m,n} is the group operation.

The constant APS is an APS of groups but is not an IAPS of groups.