A hom-associative structure is a set A together with a binary operation ⋆ and a selfmap α such that an α-twisted version of associativity is fulfilled. In this paper, we assume that α is surjective. We show that in this case, under surprisingly weak additional conditions on the multiplication, the binary operation is a twisted version of an associative… (More)
Figures and Tables
Sorry, we couldn't extract any figures or tables for this paper.