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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.RT2026

Small Lie algebras in the Verlinde category

Joseph Newton

This paper studies simple Lie algebras in the Verlinde category, with canonical fundamental group action, using combinatorial methods. We give an exhaustive list of such Lie algebr…

math.RT2026

Higher Verlinde categories of reductive groups

Joseph Newton

We define tensor categories in characteristic for connected reductive groups and positive integers , generalising the semisimple Verlinde categories…