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A Family of Generalized Wigner Operators and Their Physical Meaning as Bivariate Normal Distribution

         

摘要

By extending the usual Wigner operator to the s−parameterized one,we find that in the process of the generalized Weyl quantization the s parameter plays the role of correlation between two quadratures Q and P.This can be exposed by comparing the normally ordered form ofΩs with the standard form of the Gaussian bivariate normal distribution of random variables in statistics.Three different expressions ofΩs and the quantization scheme with use of it are presented.

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