Combinatorial algorithm extends classical Lie algebra methods to compute GK dimensions for highest weight modules over sl(m|n) and osp(2|2n), showing dependence only on the even part.
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New proof via Sommers duality of Bai--Ma--Wang partition algorithm for annihilator varieties of highest weight modules.
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Gelfand--Kirillov dimensions of highest weight modules for basic classical Lie superalgebras
Combinatorial algorithm extends classical Lie algebra methods to compute GK dimensions for highest weight modules over sl(m|n) and osp(2|2n), showing dependence only on the even part.
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A new proof for the partition algorithm of the annihilator varieties of highest weight modules
New proof via Sommers duality of Bai--Ma--Wang partition algorithm for annihilator varieties of highest weight modules.