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- W156616477 abstract "Let I be a finite set without 0 and J a subset in I × I without diagonal elements (i,i). We define S(I,J) to be the semigroup with generators ei, where i ∈ I ∪ 0, and the following relations: e0 = 0; e 2 = ei for any i ∈ I; eiej = 0 for any (i,j) ∈ J. In this paper we study finite-dimensional representations of such semigroups over a fieldk. In particular, we describe all finite semigroups S(I,J) of tame representation type." @default.
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- W156616477 date "2008-01-01" @default.
- W156616477 modified "2023-09-24" @default.
- W156616477 title "On tame semigroups generated by idempotents with partial null multiplication" @default.
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