G. Yamskulna

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20002026

C

-graded vertex algebras and applications to Weyl vertex algebras under conformal flow

5 citations · 12 across the 15 of their papers we have counts for

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math.QA2026

Affine and Lattice Structures in Regular $N$ -Graded Vertex Operator Algebras with Gorenstein $V_{0}$

Gaywalee Yamskulna

We study regular $N$ -graded vertex operator algebras $V = ⨁_{n \geq 0} V_{n}$ whose weight-zero algebra $V_{0}$ is a nontrivial finite-dimensional local Gorenstein algebra…

math.QA2026

On mode transition algebras for $Z$ -graded vertex algebras and applications to bosonic ghosts

Katrina Barron, Justine Fasquel, Florencia Orosz Hunziker +1

We study the mode transition algebras and Zhu algebras in the setting of $Z$ -graded vertex algebras, with particular focus on the Weyl vertex algebra at central charge 2 (…

Affine and Lattice Structures in Regular N-Graded Vertex Operator Algebras with Gorenstein V0​

On mode transition algebras for Z-graded vertex algebras and applications to bosonic ghosts

Affine and Lattice Structures in Regular $N$ -Graded Vertex Operator Algebras with Gorenstein $V_{0}$

On mode transition algebras for $Z$ -graded vertex algebras and applications to bosonic ghosts