Maneesha Ampagouni

collaborators

2 papers

math.QA2026

1-Point Functions for $Z_{2}$ -Orbifolds of Lattice VOAs

Maneesha Ampagouni

In this paper, we compute the 1-point correlation functions of all states for the $Z_{2}$ -orbifolds of lattice vertex operator algebras.

math.QA2026

Balanced root systems and a Schellekens-type list for holomorphic vertex operator algebras of central charge $32$

Maneesha Ampagouni, Geoffrey Mason, Michael H. Mertens

We study a special class of holomorphic vertex operator algebras (VOAs) that we call \emph{balanced}.\ For a balanced, holomorphic VOA $V = C 1 \oplus V_{1} \oplus \dots$ …

1-Point Functions for Z2​-Orbifolds of Lattice VOAs

Balanced root systems and a Schellekens-type list for holomorphic vertex operator algebras of central charge 32

1-Point Functions for $Z_{2}$ -Orbifolds of Lattice VOAs

Balanced root systems and a Schellekens-type list for holomorphic vertex operator algebras of central charge $32$