Emergence of Euclidean 3-Space from Quantum Temporal Correlations
By
ljosifov
Toasted just enough. A reliable bake, gently seasoned.
Summary
The article discusses how Euclidean 3-space emerges from quantum temporal correlations in sequential measurements of Pauli observables on a single qubit. It explores the independence of these correlations from the qubit's initial state, allowing for the extraction of geometric data without prior knowledge of initial conditions.
Key quotes
· 3 pulledThe quantum temporal correlations which give rise to geometry are independent of the initial state of the qubit.
Such results suggest the plausibility that space itself may emerge from quantum temporal correlations.
We formulate a toy model of such a hypothetical phenomenon.
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