A formula for the partition function of the beta-gamma system on the cone pure spinors

Abstract

In this note, we propose a closed formula for the partition function $Z(t,q)$ of the $\beta \gamma$ system on the cone of pure spinors. We give the answer in terms of theta functions, $q$-Pochhammer symbols and Eisenstein series.

11 pages

References in corpus (3)

• Hilbert space of curved βγsystems on quadric cones
• Evaluations of Derivatives of Jacobi Theta Functions in the origin
• Local algebra and string theory

Cited by in corpus (1)

• Theory of holomorphic maps of two-dimensional complex manifolds to toric manifolds and type A multi-string theory