Integrals of Motion for Kicked Quantum Systems
V.I.Man'ko
TL;DR
This paper introduces generalized quasienergy states as integrals of motion for kicked quantum systems and explores their properties, including photon distribution functions and uncertainty relations.
Contribution
It presents a new integral of motion for both periodic and nonperiodic kicked quantum systems and analyzes the photon distribution in multimode correlated light.
Findings
Introduction of generalized quasienergy states as eigenstates of the new integral of motion
Expression of photon distribution functions using multivariable Hermite polynomials
Relation of photon distribution properties to Schrödinger uncertainty principles
Abstract
The generalised quasienergy states are introduced as eigenstates of the new integral of motion for periodically and nonperiodically kicked quantum systems.The photon distribution function of polymode generalised correlated light expressed in terms of multivariable Hermite polynomials is discussed and the relation of its properties to Schrodinger uncertainty relation is given.
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Taxonomy
TopicsQuantum Mechanics and Applications · Cold Atom Physics and Bose-Einstein Condensates