Theory of Reality

54 Pages Posted: 22 May 2026

Date Written: May 21, 2026

Abstract

The Fisher information of a binary quantum measurement with visibility V equals the squared Lorentz factor: I(V) = γ²(V). This proven identity holds only for qubits; for N≥3 quantum systems, the Weyl curvature tensor obstructs the conformal equivalence between quantum state space (Bures metric) and relativistic velocity space (Beltrami-Klein metric). Five independent research programs have converged on this same γ² structure.

This document traces the implications: a deductive chain through five published theorems connecting γ² to Einstein's equations; cosmological implications for dark energy, dark matter, and fine-tuning; consciousness as the measurement process experienced from inside; biological applications spanning evolution, aging, and cancer; and computational parallels including transformer attention as Fisher-Rao geometry. It introduces "beautiful change" (structured, self-organized entropy production distinguishing rich consciousness from chaotic entropy production) and the "downprojection hypothesis" (experienced spacetime as a conformal restriction from a higher-dimensional information-geometric manifold).

All claims are labeled by epistemic status: proven identity, published independent theorems, circumstantial evidence, and conjecture. Falsifiable predictions are provided, two already confirmed. The contribution is a synthesis recognizing that independent research programs converge, explained by a single anchor identity. The proven mathematics stands independently of the interpretive framework.

Keywords: Fisher information, Lorentz factor, qubit, information geometry, consciousness, entropy, spacetime emergence, measurement theory

Suggested Citation

Srivats, Bharath, Theory of Reality (May 21, 2026). https://zenodo.org/records/20321418, Available at SSRN: https://ssrn.com/abstract=6807839

Do you have a job opening that you would like to promote on SSRN?

Paper statistics

Downloads
14
Abstract Views
30
PlumX Metrics