Eigenstates of Linear Combinations of Phase Operators
C.V.Sukumar
TL;DR
This paper constructs eigenstates of linear combinations of phase operators for the harmonic oscillator, revealing that these eigenstates are squeezed states, which are important in quantum optics.
Contribution
It introduces a method to find eigenstates of combined phase operators and shows they are squeezed states, expanding understanding of phase properties in quantum systems.
Findings
Eigenstates of combined phase operators are squeezed states.
Provides a new approach to analyze phase operators in quantum harmonic oscillators.
Enhances understanding of phase state properties in quantum optics.
Abstract
The eigenstates of linear combinations of the Susskind and Glogowerphase operators for the harmonic oscillator are constructed. It is shown that such eigenstates are squeezed states.
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