Feynman operator calculus and singular quantum oscillator
V.S.Popov, M.A.Trusov
TL;DR
This paper applies Feynman operator calculus to solve the time-dependent singular quantum oscillator problem, highlighting the significance of representation group theory in this approach.
Contribution
It introduces new applications of Feynman disentangling method to quantum mechanics and solves the singular oscillator problem using this approach.
Findings
Successful application of Feynman operator calculus to a time-dependent singular oscillator
Demonstration of the role of representation group theory in this context
Advancement in solving complex quantum mechanical problems
Abstract
New applications of Feynman disentangling method in quantum mechanics are studied and the time-dependent singular oscillator problem is solved in this approach. The important role of representation group theory is discussed in this context.
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