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It seems the keyword OP is searching for is AdS/CFT correspondence. The holographic principle in string theory is realized between a gravity theory in an $n$ dimensional AdS bulk manifold $M$ and a gauge CFT on an $n\!-\!1$ dimensional boundary $\partial M$. In the most famous example, the 10 dimensional target space of superstring theory is a product of a ...


The holographic nature of a theory is imprinted by hand as soon as the theory is quantised. That was the point David Bohm made. Quantum mechanics is inherently holographic. String theory is a quantum mechanical theory and is therefore also holographic. Possibly more related to your point is the string theory landscape that could potentially allow many ...

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