A folded string with imaginary AdS radius is proposed as a bulk dual of SYK, reproducing the known operator spectrum via a Pöschl-Teller equation with SYK-tuned parameters.
Quantum Fishchain in $AdS_5$
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abstract
In our previous paper we derived the holographic dual of the planar fishnet CFT in four dimensions. The dual model becomes classical in the strongly coupled regime of the CFT and takes the form of an integrable chain of particles in five dimensions. Here we study the theory at the quantum level. By applying the canonical quantization procedure with constraints, we show that the model describes a quantum chain of particles propagating in $AdS_5$. We prove the duality at the full quantum level in the ${\mathfrak u}(1)$ sector and reproduce exactly the spectrum for the cases when it is known analytically.
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A folded string dual for the Sachdev-Ye-Kitaev model
A folded string with imaginary AdS radius is proposed as a bulk dual of SYK, reproducing the known operator spectrum via a Pöschl-Teller equation with SYK-tuned parameters.