Holographic Dual of The Weak Gravity Conjecture
arXiv:2007.05193 · doi:10.1016/j.nuclphysb.2020.115270
Abstract
The much-discussed \emph{Weak Gravity Conjecture} is interesting and important in both the asymptotically flat and the asymptotically AdS contexts. In the latter case, it is natural to ask what conditions it (and the closely related Cosmic Censorship principle) imposes, via gauge-gravity duality, on the boundary field theory. We find that these conditions take the form of lower bounds on the number of colours in this theory: that is, the WGC and Censorship might (depending on the actual sizes of the bounds) enforce the familiar holographic injunction that this number should be "large". We explicitly estimate lower bounds on this number in the case of the application of holography to the quark-gluon plasma produced in heavy ion collisions. We find that classical Censorship alone prohibits realistically small values for the number of colours, but that the WGC offers hope of resolving this problem.
(Many) references added, 20 pages, 3 figures
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Cited by in corpus (5)
- Higher-derivative holography with a chemical potential
- The Weak Gravity Conjecture Requires the Existence of Exotic AdS Black Holes
- Extremal Bifurcations of Rotating AdS Black Holes
- Planar Black Holes as a Route to Understanding the Weak Gravity Conjecture
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