We discuss the phase properties of the superposition of pair-coherent states on the framework of pegg-Barnett formalism. We show that even-pair-coherent states can map onto odd-pair-coherent states and vice versa the phase distribution as a new tool in quantum optics.
We discuss the phase properties of the superposition of pair-coherent states on the framework of pegg-Barnett formalism. We show that even-pair-coherent states can map onto odd-pair-coherent states and vice versa the phase distribution as a new tool in quantum optics. (en)