Authors: Edward C. Larson
This paper elaborates upon and further develops https://vixra.org/abs/2402.0149, which proposed a novel realist framework for making sense of standard quantum theory. The framework is said to be "realist" in that it provides a complete observerless picture of quantum state ontology and dynamics, in conjunction with a mechanistic account of measurement processes, that answers basic questions of what, where, when, and how.The framework embodies a general quantum ontology consisting of two entities, called W-state and P-state, that respectively account for the wave- and particle-like aspects of quantum systems. W-state is a generalization of the wavefunction, but has ontic stature and is defined on the joint time-frequency domain. It constitutes a non-classical local reality, consisting of superpositions of quantum waves writ small. P-state is a non-local hidden variable that constrains the probability distributions governing deferred measurement outcomes, such as in the Einstein-Podolsky-Rosen (EPR) thought experiment. This paper presents a full solution of the core measurement problem, which pertains to the global coordination within quantum systems required to bring about wavefunction collapse in causal fashion consistent with special relativity.The framework has a tri-partite structure, consisting of Q-1 (unitary evolution of W-state), Q-2 (measurement-like events that continually occur in the absence of observer intervention), and Q-3 (measurement events in experimental settings). Traditional quantum theory draws a sharp dichotomy between Q-1 and Q-3. The new framework incorporates physical wavefunction collapse, which is held to be a real physical process and ubiquitous feature of nature in the quantum realm, as Q-2, which fills the gap between Q-1 and Q-3.Quantum systems have a built-in dynamic proper time, which is relativistically invariant and plays a central role in the measurement problem solution. The framework is thus background-independent, a key requirement for making quantum theory compatible with general relativity. Quantum gravity is introduced as Q-4 atop the tri-partite foundation.
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