Defines a one-parameter family of algebras generalizing Schur algebras and proves they are based quasi-hereditary with representation categories that are highest weight subcategories of parabolic category O for gl_n.
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2 Pith papers cite this work. Polarity classification is still indexing.
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math.RT 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Establishes existence of abelian envelopes for interpolation categories of G wr S_n (fixed finite G) by proving generalized restriction functors admit adjoints via combinatorial methods.
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Interpolating Schur Algebras
Defines a one-parameter family of algebras generalizing Schur algebras and proves they are based quasi-hereditary with representation categories that are highest weight subcategories of parabolic category O for gl_n.
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Abelian envelopes for interpolation categories of wreath products from monoidal adjunctions
Establishes existence of abelian envelopes for interpolation categories of G wr S_n (fixed finite G) by proving generalized restriction functors admit adjoints via combinatorial methods.