%0 Journal Article
%T Homomorphic embeddings in n-groups
%A Mona Cristescu
%J Scientific Bulletin of the ''Petru Maior" University of T£¿rgu Mure£¿
%D 2013
%I Editura Universit??ii "Petru Maior"
%X We prove that an cancellative n-groupoid A can be homotopic embedded in an n-group if and only if in A are satis ed all n-ary Malcev conditions. Now we shall prove that in the presence of associative law we obtain homomorphic embeddings. Furthermore, if A has a lateral identity a such embeddings is assured by a subset of n-ary Malcev conditions - unary Malcev conditions.
%K cancellation law
%K covering semigroup
%K homotopic embedding
%K n-ary Malcev conditions
%K n-groupoid
%K unary Malcev conditions
%U http://scientificbulletin.upm.ro/papers/2013/v1/09%20-%20Cristescu%20Mona%20-%20Homomorphic%20embeddings%20in%20n-groups.pdf