Stochastic Rupture as a Bekenstein-Bounded Mechanism for Objetice Wave Function Collapse

We propose a model in which proper time emerges from a finite local information sampling rate and wavefunction collapse occurs when the informational contentof a quantum branch approaches the Bekenstein bound. Combining insights from entropic gravity, holographic entropy limits, and objective collapse models, we suggestthat collapse corresponds to stochastic pruning of branches approaching saturationof local information capacity. The model predicts anomalous decoherence in massivespatial superpositions and provides experimentally testable thresholds relevant to nextgeneration interferometers. This framework offers a unified perspective relating emergent time, collapse dynamics, and gravitational information bounds.