J. Newton

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20232026

most citedFinite symmetric algebras in tensor categories and Verlinde categories of algebraic groups

2 citations · 2 across the 4 of their papers we have counts for

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math.RT2023

Classifying quotients on Coxeter groups by isomorphism in Bruhat order

Joseph Newton

We classify all quotients $W / W_{J}$ up to isomorphism in Bruhat order, with $(W, S)$ a Coxeter system and $W_{J}$ a parabolic subgroup of $W$ . In particular, the non-trivial isomorphism…