Deriving Some Quantum Optical Identities Using the General Ordering Theorem

TL;DR

This paper utilizes the general ordering theorem to derive and generalize quantum optical identities, demonstrating its utility in simplifying and extending quantum optics calculations.

Contribution

It introduces a novel application of the general ordering theorem to derive and generalize quantum optical identities, expanding the toolkit for quantum optics research.

Findings

Derived new quantum optical identities using GOT

Generalized existing identities to broader contexts

Showed applications in quantum optics calculations

Abstract

Using the newly introduced general ordering theorem (GOT) by Sh\"ahandeh and Bazrafkan, we derive and generalize some quantum optical identities and give their applications.