Feynman disentangling method and group theory
V.S.Popov, M.A.Trusov
TL;DR
This paper applies a modified Feynman disentangling method to analyze quantum transitions in a singular oscillator with a time-dependent frequency, expanding the approach to non-quadratic systems.
Contribution
It introduces a novel application of the Feynman disentangling method combined with group theory to non-quadratic quantum systems.
Findings
Successfully analyzed transition probabilities in a singular oscillator
Extended Feynman disentangling to non-quadratic systems
Provided new insights into quantum dynamics with time-dependent parameters
Abstract
The subject of this work is to apply the modified Feynman disentangling approach to a problem of transitions in a non-quadratic quantum-mechanical system: a singular oscillator with a time-dependent frequency.
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Taxonomy
TopicsChaos-based Image/Signal Encryption · advanced mathematical theories