Theory Overview

Finite Measurement Duration

Quantum measurements do not occur instantaneously. Every measurement requires a finite duration Δt to complete. This fundamental physical constraint transforms how we interpret quantum probability distributions.

Apparent Indeterminism

When measurements occur over finite time intervals, the quantum system evolves during the measurement process itself. This creates the appearance of probabilistic outcomes that we observe in experiments, without requiring intrinsic indeterminism in the underlying physics.

Preservation of Quantum Predictions

Vector-Star Probability Dynamics does not modify or contradict quantum mechanical predictions. Instead, it provides a reinterpretation of how those predictions emerge from the finite-duration nature of measurements.

Gravitational Time Dilation

Gravitational fields act as temporal magnifiers, stretching measurement durations and making finite Δt effects more pronounced. This provides a pathway for experimental verification of the theory.

The framework is now mathematically unified under a single substitution: ℏ_eff = ℏ₀ · √(1 − u), where u = 2GM/rc² is the local gravitational compactness. This scaling eliminates all free parameters from the VSPD equations, makes Bell's theorem gravitationally contingent rather than universal, and produces specific, falsifiable predictions — including a 0.0267% reduction in the effective Planck constant at the surface of Sirius B. → See the full mathematical framework