Dist Babble

Solving the Quantum Measurement Problem with Temporal Physics The quantum measurement problem remains one of the most debated aspects of quantum mechanics. It arises from the challenge of understanding how and why quantum systems transition from a superposition of probabilistic states to a definite outcome upon measurement. Traditional interpretations, such as the Copenhagen interpretation (wavefunction collapse), Many-Worlds (branching realities), and Bohmian mechanics (deterministic particle trajectories guided by a "pilot wave"), all attempt to explain this process but face limitations in explaining the exact dynamics. In this article, I propose a model of temporal physics, where time is treated as a dynamic, multi-dimensional flow rather than a passive background dimension. By applying the principles of this model, we can approach the measurement problem from a fresh perspective, viewing measurement not as a collapse of the wavefunction, but as the stabilization of tempor...