Representations of (2,n)-semigroups by multiplace functions
classification
🧮 math.RA
math.GM
keywords
representationsfunctionssemigroupsassociativebinarydescribedeterminingfamily
read the original abstract
We describe the representations of $(2,n)$-semigroups, i.e. groupoids with $n$ binary associative operations, by partial $n$-place functions and prove that any such representation is a union of some family of representations induced by Schein's determining pairs.
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