High Quality Content by WIKIPEDIA articles! In mathematics and physics, in the area of quantum mechanics, Weyl quantization is a method for systematically associating a "quantum mechanical" Hermitian operator with a "classical" distribution in phase space invertibly. A synonym is phase-space quantization. The crucial correspondence map from phase-space functions to Hilbert-space operators underlying the method is called the Weyl transformation, (not to be confused with a different definition of the Weyl transformation), and was first detailed by Hermann Weyl in 1927.

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