On the embedding Menger n-groupoids in n-ary topological groups
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Date
2013
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Publisher
Sebha University
Abstract
In [1] Regilhof proved that the binary cancellative ,abelian, locally compact
semigroup when all of whose intern translations are open and continuous, is topologically
embeddable in a locally compact binary topological group as an open subsemigroup. In this
paper we prove a similar result for Menger n-groupoid X, with the topology X . And we
concluded the continuity of the n-ary operation ( ) in all arguments in topology X .