A Minimal Extension Model Consistent with Current Quantum Theory: Addressing the Measurement and Probabilistic Interpretation Problems

Quantum mechanics, while extraordinarily successful in predicting experimental outcomes, faces foundational issues such as the measurement problem and the probabilistic interpretation of wave function collapse. This paper proposes a minimal extension model based on the existence density field and an unfolded output, incorporating a micro-extension factor. The model aims to remain consistent with current quantum theory while naturally addressing wave function collapse and probabilistic behavior.