A. Linshaw

activity

20052026

most citedOne example of a chiral Lie group

3 citations · 3 across the 8 of their papers we have counts for

collaborators

Showing 2025Show all

4 papers · 1 filter

math.QA2025

New universal vertex algebras as glueings of the basic ones

Thomas Creutzig, Vladimir Kovalchuk, Andrew R. Linshaw

There are three universal $2$ -parameter vertex algebras $W_{\infty}$ , $W_{\infty}^{ev}$ , and $W_{\infty}^{sp}$ which are freely gene…

math-ph2025

Supersymmetries in the theory of W-algebras

Andrew Linshaw, Arim Song, Uhi Rinn Suh

Let $g$ be a basic Lie superalgebra and $f$ be an odd nilpotent element in an $osp (1∣2)$ subalgebra of $g$ . We provide a mathematical proof of the…

math.QA2025

W-algebras as conformal extensions of affine VOAs

Dražen Adamović, Tomoyuki Arakawa, Thomas Creutzig +4

We provide a criterion for a vertex operator superalgebra homomorphism from an affine vertex algebra to another vertex superalgebra to be conformal, and an additional criterion tha…

math.RT2025

Minimal W-algebras of $so_{N}$ at level minus one

Thomas Creutzig, Justine Fasquel, Vladimir Kovalchuk +2

For $N \in Z_{\geq 7}$ we show that the simple minimal $W$ -algebra of $so_{N}$ at level minus one is isomorphic to the even subalgebra of the tensor produ…

New universal vertex algebras as glueings of the basic ones

Supersymmetries in the theory of W-algebras

W-algebras as conformal extensions of affine VOAs

Minimal W-algebras of soN​ at level minus one

Minimal W-algebras of $so_{N}$ at level minus one