TITLE:
Exact Quasi-Classical Asymptotic beyond Maslov Canonical Operator and Quantum Jumps Nature
AUTHORS:
Jaykov Foukzon, Alex Potapov, Stanislav Podosenov
KEYWORDS:
Quantum Jumps, Quantum Measurements Theory, Quantum Averages, Limiting Quantum Trajectory, Schrodinger Equation, Stochastic Quantum Jump Equation, Colombeau Solution, Feynman Path Integral, Maslov Canonical Operator, Feynman-Colombeau Propagator
JOURNAL NAME:
Journal of Applied Mathematics and Physics,
Vol.3 No.5,
May
29,
2015
ABSTRACT: Exact
quasi-classical asymptotic beyond WKB-theory and beyond Maslov canonical
operator to the Colombeau solutions of
the n-dimensional Schrodinger equation is presented. Quantum jumps
nature is considered successfully. We pointed out that an explanation of quantum
jumps can be found to result from Colombeau solutions of the Schrodinger
equation alone without additional postulates.