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Similar

J. Eckhard, S. Schafer-Nameki and Y.-N. Wang, Trifectas for T N T_{N} in 5d , 2004.15007
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2004
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Then

M. M. Anber and E. Poppitz, On the global structure of deformed Yang-Mills theory and QCD(adj) on ℝ 3 × 𝕊 1 {\mathrm{\mathbb{R}}}^{3}\times{\mathbb{S}}^{1} , JHEP 10
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2016
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M. Bertolini, P. R. Merkx and D. R. Morrison, On the global symmetries of 6D superconformal field theories , JHEP 07
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2016
Later among the works it cites.
P.-S. Hsin and N. Seiberg, Level/rank Duality and Chern-Simons-Matter Theories , JHEP 09
Original
2016
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2022

Higher Form Symmetries TFT in 6d

Apruzzi, Fabio

Understand

Symmetries and anomalies of a $d$-dimensional quantum field theory are often encoded in a $(d+1)$-dimensional topological action, called symmetry topological field theory (TFT).

We derive the symmetry TFT for the 2-form and 1-form symmetries of 6d $(1,0)$ field theories, focusing on theories with a single tensor multiplet (rank 1).
We implement this by coupling the low-energy tensor branch action to the background fields for the higher-form symmetries and by looking at the symmetry transformation rules on dynamical and background fields.
These transformation rules also imply a mixing of the higher-form symmetries in a 3-group structure.