We present the Relational Distinguishability Framework (RDF), in which quantum states and spacetime geometry mutually determine each other through a fixed-point equation on projective Hilbert space. This paper establishes eight primary results, including: (i) the existence of a unique self-consistent fixed point via the Banach fixed-point theorem; (ii) the recovery of Einstein’s field equations via the Hepp theorem; (iii) the derivation of the Lorentzian signature (+---) from quantum decoherence and entanglement monogamy; and (iv) a non-circular derivation of Newton’s gravitational constant G from vacuum Fisher information.
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Aditya Ankur Patel
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Aditya Ankur Patel (Wed,) studied this question.
www.synapsesocial.com/papers/69d896676c1944d70ce07c2b — DOI: https://doi.org/10.5281/zenodo.19469231
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