Six-Dimensional TQFTs and Twisted Supersymmetry
Laurent Baulieu (CERN, LPTHE), Peter West (King's College)

TL;DR
This paper generalizes six-dimensional topological quantum field theories for Abelian two-forms, explores their relation to twisted supersymmetry, and briefly discusses interactions and self-dual three-forms in higher dimensions.
Contribution
It introduces a new class of six-dimensional TQFTs for Abelian two-forms and connects them to twisted supersymmetric theories, extending the understanding of higher-dimensional topological models.
Findings
Connection between 6D TQFTs and twisted supersymmetry established
Brief analysis of interactions in the 6D models
Discussion of self-dual three-forms in 8D
Abstract
We describe a generalization of Yang--Mills topological field theory for Abelian two-forms in six dimensions. The connection of this theory by a twist to Poincar\'e supersymmetric theories is given. We also briefly consider interactions and the case of self-dual three-forms in eight dimensions.
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