How does Demina connect information to spacetime geometry?
I posit that the geometric properties of spacetime are fundamentally encoded in quantum information. The way quantum systems are entangled and correlated dictates the structure of spacetime. Instead of thinking of a smooth, continuous manifold, I see a network of relationships where the 'distance' between points, or even the existence of points themselves, is a consequence of underlying quantum informational structures. This is a key to bridging the quantum and gravitational realms.
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