Non-Minimal Higher-Spin DS4/CFT3

Chi-Ming Chang Harvard U., Phys. Dept. Abhishek Pathak Harvard U., Phys. Dept. Andrew Strominger Harvard U., Phys. Dept. and Radcliffe Coll. and Harvard U.

arXiv subject: High Energy Physics - Theory (hep-th) mathscidoc:2207.74003

arXiv, 2013.9
We conjecture that the level k U(N) Chern-Simons theory coupled to free anticommuting scalar matter in the fundamental is dual to non-minmal higher-spin Vasiliev gravity in dS4 with parity-violating phase \theta0 = \pi N/2k and Neumann boundary conditions for the scalar. Related conjectures are made for fundamental commuting spinor matter and critical theories. This generalizes a recent conjecture relating the minimal Type A Vasiliev theory in dS4 to the Sp(N) model with fundamental real anti-commuting scalars.
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  title={Non-Minimal Higher-Spin DS4/CFT3},
  author={Chi-Ming Chang, Abhishek Pathak, and Andrew Strominger},
Chi-Ming Chang, Abhishek Pathak, and Andrew Strominger. Non-Minimal Higher-Spin DS4/CFT3. 2013. In arXiv.
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