10 citations · 12 across the 6 of their papers we have counts for
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math.RT2018
Schurifying quasi-hereditary algebras
Alexander Kleshchev, Robert Muth
We define and study new classes of quasi-hereditary and cellular algebras which generalize Turner's double algebras. Turner's algebras provide a local description of blocks of symm…
math.RT2018
Generalized Schur algebras
Alexander Kleshchev, Robert Muth
We define and study a new class of bialgebras, which generalize certain Turner double algebras related to generic blocks of symmetric groups. Bases and generators of these algebras…
math.RT2018
Based quasi-hereditary algebras
Alexander Kleshchev, Robert Muth
A notion of a split quasi-hereditary algebra has been defined by Cline, Parshall and Scott. Du and Rui describe a based approach to split quasi-hereditary algebras. We develop this…