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On the $n$-ary algebras, semigroups and their universal covers
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classification
math.RA
keywords
algebrasemigroupsuniversalalgebrasassociativecarriedconstructconstruction
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abstract
For any $n$-ary associative algebra we construct a $\Z_{n-1}$ graded algebra, which is a universal object containing the $n$-ary algebra as a subspace of elements of degree 1. Similar construction is carried out for semigroups.
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