On the Existence of an L$_\infty$ structure for the Super-Virasoro Algebra

Ralph Blumenhagen; Max Brinkmann

doi:10.1007/JHEP01(2019)105

paper

On the Existence of an L $_{\infty}$ structure for the Super-Virasoro Algebra

arXiv:1809.10467 · doi:10.1007/JHEP01(2019)105

Abstract

The appearance of L $_{\infty}$ structures for supersymmetric symmetry algebras in two-dimensional conformal field theories is investigated. Looking at the simplest concrete example of the $N = 1$ super-Virasoro algebra in detail, we investigate whether an extension to a super-L $_{\infty}$ algebra is sufficient to capture all appearing signs.

16 pages, v2: final version to be published

On the Existence of an L∞​ structure for the Super-Virasoro Algebra

Abstract

On the Existence of an L $_{\infty}$ structure for the Super-Virasoro Algebra