
From the perspective of Quantum Cellular Automata (QCA) and information ontology, spacetime geometry should be understood as an emergent representation of the information processing capacity and connectivity structure of an underlying discrete quantum network. In this framework, we propose and formalize the principle of "Local Information Volume Conservation": in the coarse-graining process from discrete QCA to a continuous effective manifold, the "total amount of distinguishable quantum degrees
General Relativity, Modular Flow, Unified Time Scale, Information Theory, Boundary Time Geometry, Causal Structure, Generalized Entropy, Spectral Shift Function, Wigner-Smith Time Delay, QNEC, Quantum Scattering, Time Geometry
General Relativity, Modular Flow, Unified Time Scale, Information Theory, Boundary Time Geometry, Causal Structure, Generalized Entropy, Spectral Shift Function, Wigner-Smith Time Delay, QNEC, Quantum Scattering, Time Geometry
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