On the optical fields propagation in realistic environments
Xue-xiang Xu
TL;DR
This paper introduces a novel method to derive evolution formulas for optical fields in realistic environments, providing valuable tools for quantum optics and quantum statistics research.
Contribution
It presents a new approach to derive evolution formulas for density operators, photon number distributions, and Wigner functions in realistic environments.
Findings
Derived evolution formulas for density operators and Wigner functions
Introduced a novel method for these derivations
Results are useful for quantum optics and statistics
Abstract
Evolution formulas of the density operator, the photon number distribution, and the Wigner function are derived for the problem on the optical fields propagation in realistic environments. The method of deriving these formulas is novel and the results are very useful for quantum optics and quantum statistics.
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