Superconformal 6D (2,0) theories in superspace
C. Grojean, J. Mourad
TL;DR
This paper develops a geometric framework for superconformal transformations in six-dimensional (2,0) superspace, identifying superconformal Killing vectors and analyzing tensor multiplet transformations involving non-trivial cochains.
Contribution
It introduces a novel geometric construction of superconformal transformations and explicitly determines superconformal Killing vectors in 6D (2,0) superspace.
Findings
Superconformal Killing vectors are explicitly determined.
Tensor multiplet transformations involve a zero curvature non-trivial cochain.
Provides a geometric understanding of superconformal symmetry in 6D (2,0) theories.
Abstract
A geometrical construction of superconformal transformations in six dimensional (2,0) superspace is proposed. Superconformal Killing vectors are determined. It is shown that the transformation of the tensor multiplet involves a zero curvature non-trivial cochain.
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