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Localized shocks
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DOI：10.1007/JHEP03(2015)051.png)
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Abstract
En 中文
We study products of precursors of spatially local operators, , where W (x) (t) = e (-aEuro parts per thousand iHt) W (x) e (iHt) . Using chaotic spin-chain numerics and gauge/gravity duality, we show that a single precursor fills a spatial region that grows linearly in t. In a lattice system, products of such operators can be represented using tensor networks. In gauge/gravity duality, they are related to Einstein-Rosen bridges supported by localized shock waves. We find a geometrical correspondence between these two descriptions, generalizing earlier work in the spatially homogeneous case.
Keywords:
Gauge-gravity correspondence
AdS-CFT Correspondence
Black Holes
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