Quantifying Potentiality: How Quantum Probability and Wavefunctions Describe the Eternal Field
ResearchGate PrePrint
This blog post accompanies the final episode of Chapter 3 in the “M.E.T.A.-Physics” series, completing the Mathematical Pillar of Dr. Alexander’s argument. The post focuses on the section “Probability and Wavefunctions: Quantifying Potentiality,” which establishes that the core formalism of quantum mechanics is a direct mathematical description of the eternal field’s behavior. We explore the wavefunction (Ψ) not as a description of a definite object, but as a “packet of potential”—a specific set of constrained possibilities within the broader eternal field. The post explains how the collapse of the wavefunction upon measurement is the critical moment of reification, where probability (potential in the frequency domain) transforms into a definite particle (manifestation in the time domain). This analysis demonstrates that the quantum world is not made of “things,” but of “possible things,” providing a powerful mathematical corroboration of the Eternality Axiom’s claim that the foundational layer of reality is a field of pure, probabilistic potential—”all knowledge” awaiting the act of manifestation.
