What question did this study set out to answer?

This work aims to demonstrate the necessity of Schrödinger-type dynamics and Born-rule probability in quantum systems.

January 23, 2026Open Access

Phase–Flow Coherence (PFC v4): The Inevitability of Quantum Dynamics and Probability

Puntos clave

This work aims to demonstrate the necessity of Schrödinger-type dynamics and Born-rule probability in quantum systems.
Utilized eliminative reasoning to identify stable forms of quantum dynamics.
Eliminated non-linear and dissipative alternatives to establish a unique representation.
Analyzed fluctuation statistics necessary for stability without optimization or fitting.
Confirmed that only Schrödinger-type dynamics is coherent under specified constraints.
Established minimal fluctuation statistics crucial for finite resolution stability.
Provided a structural completion for Phase-Flow Coherence v4 without introducing new assumptions.

Resumen

This record contains Part I and Part II of Phase–Flow Coherence (PFC v4), uploaded as a single unified work. PFC v4 establishes, by eliminative (Type-A) reasoning, the inevitability of Schrödinger-type dynamics and Born-rule probability as the only internally coherent representation compatible with: • finite resolution,• irreversible internal projection,• non-privileged phase representation. Part I fixes the dynamical form by eliminating all non-linear, dissipative, or representation-dependent alternatives, leaving Schrödinger-type bookkeeping as the unique stable vessel. Part II fixes the minimal fluctuation statistics required for finite-resolution stability, preparing the ground for Alpha Locking without introducing optimization, fitting, or probabilistic postulates. This version is a structural and conceptual completion of PFC v3.No new assumptions are added; all results follow by exclusion.

Leer artículo completoexternamente

Preguntar a la IA

Me gusta

Guardar

Ver artículo completo