Contribution a la recherche des equations de Mouvement en Mecanique quantique et a une interpretation deterministe

Abstract

In this thesis, we present the deterministic approach of quantum mechanics already presented in quant-ph/0103071 (Phys. lett. A 285 (2001) 27-33) of which this thesis is the embryo.

Tex, 79 pages, no figures

References in corpus (8)

• Equivalence Principle, Higher Dimensional Moebius Group and the Hidden Antisymmetric Tensor of Quantum Mechanics
• Quantum Mechanics from an Equivalence Principle
• Quantum Transformations
• The Equivalence Principle of Quantum Mechanics: Uniqueness Theorem
• Equivalence Principle: Tunnelling, Quantized Spectra and Trajectories from the Quantum HJ Equation
• Quantum Stationary Hamilton Jacobi Equation in 3-D for symmetrical potentials. Introduction of the Spin
• Reflection time and the Goos-Hänchen effect for reflection by a semi-infinite rectangular barrier
• Probability Current and Trajectory Representation