Infinite symmetric group and combinatorial descriptions of semigroups of double cosets

Mathematics – Representation Theory

Scientific paper

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39pp, 15figures

Scientific paper

We show that double cosets of the infinite symmetric group with respect to
some special subgroups admit natural structures of semigroups. We interpret
elements of such semigroups in combinatorial terms (chips, colored graphs,
two-dimensional surfaces with polygonal tiling) and describe explicitly the
multiplications.

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