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On Deligne's category $\uRep^{ab}(S_d)$
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classification
math.RTmath.CT
keywords
categoryurepdelignealongclassifyidealspropertyprove
abstract
We prove a universal property of Deligne's category $\uRep^{ab}(S_d)$. Along the way, we classify tensor ideals in the category $\uRep(S_d)$.
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Cited by 1 Pith paper
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Classical interpolation categories
Ultraproduct and oligomorphic-group constructions of interpolation categories for finite classical groups agree, and the categories depend only on a parameter t, with an additional parity label in the orthogonal case.
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