Matthew Harper

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20132020

most citedJ=0 T=1 Pairing Interaction Selection Rules

9 citations · 18 across the 8 of their papers we have counts for

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math.QA2020

A Non-Abelian Generalization of the Alexander Polynomial from Quantum $sl_{3}$

Matthew Harper

One construction of the Alexander polynomial is as a quantum invariant associated with representations of restricted quantum $sl_{2}$ at a fourth root of unity. We general…

math.QA2019

Verma Modules for Restricted Quantum Groups at a Fourth Root of Unity

Matthew Harper

For a semisimple Lie algebra $g$ of rank $n$ , let $U_{ζ} (g)$ be the restricted quantum group of $g$ at a primitive fourth root of unity. T…

A Non-Abelian Generalization of the Alexander Polynomial from Quantum sl3​

Verma Modules for Restricted Quantum Groups at a Fourth Root of Unity

A Non-Abelian Generalization of the Alexander Polynomial from Quantum $sl_{3}$