Gravitational reduction of the wave function through the quantum theory of motion

TL;DR

This paper proposes a gravity-induced wave function reduction mechanism using Bohmian trajectories, identifying key parameters for quantum-classical transition and defining reduction time, aligning with standard quantum mechanics results.

Contribution

It introduces a novel approach to wave function reduction via Bohmian trajectories influenced by gravity, providing new insights into quantum-classical transition dynamics.

Findings

Reduction time defined through Bohmian trajectories

Parameters critical for quantum to classical transition identified

Results consistent with standard quantum mechanics

Abstract

We present a novel perspective on gravity-induced wave function reduction using Bohmian trajectories. This study examines the quantum motion of both point particles and objects, identifying critical parameters for the transition from quantum to classical regimes. By analyzing the system's dynamics, we define the reduction time of the wave function through Bohmian trajectories, introducing a fresh viewpoint in this field. Our findings align with results obtained in standard quantum mechanics, confirming the validity of this approach.