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Higher dimensional generalizations of the Thompson groups via higher rank graphs

Journal Article


Abstract


  • We construct a family of groups from suitable higher rank graphs which are

    analogues of the finite symmetric groups. We introduce homological invariants

    showing that many of our groups are, for example, not isomorphic to $nV$, when

    $n \geq 2$.

Publication Date


  • 2020

Web Of Science Accession Number


Abstract


  • We construct a family of groups from suitable higher rank graphs which are

    analogues of the finite symmetric groups. We introduce homological invariants

    showing that many of our groups are, for example, not isomorphic to $nV$, when

    $n \geq 2$.

Publication Date


  • 2020

Web Of Science Accession Number