Parabose Squeezed Operator and Its Applications

TL;DR

This paper explores the parabose squeezed operator, deriving its propagator, squeezed states, and normalization factors, thereby extending results from Bose to parabose statistics with potential applications in quantum optics.

Contribution

It introduces explicit formulas for parabose squeezed states and propagators, generalizing Bose case results to parabose statistics.

Findings

Derived the propagator of parabose parametric amplifier

Explicit form of parabose squeezed number states obtained

Normalization factors for parabose squeezed vacuum states calculated

Abstract

By virtue of the parabose squeezed operator, propagator of a parabose parametric amplifier, explicit form of parabose squeezed number states and normalization factors of excitation states on a parabose squeezed vacuum atate are calculated in this letter, which generalize the relevant results from ordinary Bose statistics to parabose case.