Reversible Imprinting and Retrieval of Quantum Information: Experimental Verification of the Quantum Memory Matrix Hypothesis

Abstract

We report the first end-to-end hardware-validated demonstration of a reversible Quantum Memory Matrix QMM imprint retrieval cycle. Using IBM Quantum back ends, we realize five imprint retrieval experiments that scale from a minimal three-qubit cell to a five-qubit dual cycle. For every circuit, we provide Wilson score 95 percent confidence intervals, Pearson correlations, and mutual information between field and output qubits, establishing unitary reversibility well beyond statistical noise for example, r Q0 Q2 equals 0.64 plus minus 0.04, p less than 10 to the power of minus 6 in the five qubit run. Taken together, the data constitute the most stringent experimental support to date for the QMM hypothesis: finite dimensional Planck scale cells can faithfully store, propagate, and return quantum information. Our results strengthen the standing of QMM as a viable, local, and unitary framework for addressing fundamental questions such as the black hole information paradox.