有限光子数和离散量子相位

A. Luks, V. Peřinová
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引用次数: 8

摘要

第一步是证明量子光学相位统计的任何计算都可以从peg - barnett形式主义的残馀中获益,其兼容的离散相位算子是冗余的,尽管它们使形式主义成为一个清晰的系统。除了不相容离散相位算符的构造外,还指出了不相容连续相位算符的使用。
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Finite photon number and discrete quantum phase
A first step is made to demonstrate that any computation of quantum optical phase statistics may profit from a mere residue of the Pegg-Barnett formalism, whose compatible discrete phase operators are redundant, although they make the formalism a legible system. Apart from a construction of incompatible discrete phase operators, a use of incompatible continuous phase operators is indicated.
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