The Measurement Problem and the Structure of Quantum Mechanics, Part II

According to the authors' previous paper, we shall investigate the measurement process in the Schrodinger equation. We also intend to propose a novel view of the measurement problem in quantum mechanics. We shall show that the object and the detector form a dynamic system with certain Hamiltonian and boundary conditions, and that the Schrodinger equation can describe the so-called collapse of the state vector of the object in the measurement process. We shall also show in what sense the probabilistic character occurs in a causal description of quantum mechanics by the Schrodinger equation. The negative result measurements and the Einstein-Podolsky-Rosen problem will be rationally treated under the new proposal.