Quantum Canonical Transformations revisited
A.Y. Shiekh
TL;DR
This paper proposes a new discretization method for path integrals that enables the implementation of canonical transformations within quantum theory, offering a novel approach to quantum canonical transformations.
Contribution
It introduces a preferred path integral discretization form that facilitates canonical transformations in quantum mechanics, addressing a longstanding challenge.
Findings
New discretization method for path integrals
Implementation of canonical transformations in quantum theory
Potential improvements in quantum simulation accuracy
Abstract
A preferred form for the path integral discretization is suggested that allows the implementation of canonical transformations in quantum theory.
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