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- W1502893407 abstract "In this paper, we introduce a new way to obtain the Q-P(P-Q) ordering of quantum mechanical operators, i.e., from the classical correspondence of Q-P(P-Q) ordered operators by replacing q and p with coordinate and momentum operators, respectively. Some operator identities are derived concisely. As for its applications, the single(two-) mode squeezed operators and Fresnel operator are examined. It is shown that the classical correspondence of Fresnel operator’s Q-P(P-Q) ordering is just the integration kernel of Fresnel transformation. In addition, a new photo-counting formula is constructed by the Q-P ordering of operators." @default.
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- W1502893407 date "2013-01-01" @default.
- W1502893407 modified "2023-09-24" @default.
- W1502893407 title "New approach to Q-P （P-Q） ordering of quantum mechanical operators and its applications" @default.
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