Holographic dual of hot Polchinski-Strassler quark-gluon plasma
Iosif Bena, Oscar J.C. Dias, Gavin S. Hartnett, Benjamin E. Niehoff, and Jorge E. Santos

TL;DR
This paper constructs a supergravity dual for hot, mass-deformed ${ m N}=4$ SYM, revealing a phase transition at half the mass of chiral multiplets, with results that can be tested via lattice super-QCD simulations.
Contribution
It provides the first detailed holographic model of hot ${ m N}=1^*$ plasma with a numerically determined ten-dimensional dual and predicts a measurable phase transition ratio.
Findings
Identified a phase transition at $m_c/T \approx 2.15$.
Constructed the full ten-dimensional supergravity dual numerically.
Established the equivalence of five- and ten-dimensional solutions in this context.
Abstract
We construct the supergravity dual of the hot quark-gluon plasma in the mass-deformed Super-Yang-Mills theory (also known as ). The full ten-dimensional type IIB holographic dual is described by 20 functions of two variables, which we determine numerically, and it contains a black hole with horizon topology. As we lower the temperature to around half of the mass of the chiral multiplets, we find evidence for (most likely a first-order) phase transition, which could lead either to one of the Polchinski-Strassler confining, screening, or oblique vacua with polarized branes, or to an intermediate phase corresponding to blackened polarized branes with an horizon topology. This phase transition is a feature that could in principle be seen by putting the theory on the lattice, and thus our result for the ratio of the chiral multiplet mass to…
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