The paper proves that changing the Borel subgroup for GL(X) in Ver_p is governed by lowest weights of GL(L_m|L_n), computed via circular weight and cap diagrams.
Highest weight categories arising from K hovanov's diagram algebra IV : the general linear supergroup
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The highest weight theory for Representations of General Linear groups in the Verlinde categories in positive characteristic
The paper proves that changing the Borel subgroup for GL(X) in Ver_p is governed by lowest weights of GL(L_m|L_n), computed via circular weight and cap diagrams.