Entangled Fourier Transformation and its Application in Weyl-Wigner Operator Ordering and Fractional Squeezing
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DOI: 10.1007/s10773-019-04066-y
Abstract: In order to entangle the functions to be transformed, we proposed the entangled. Fourier integration transformation (EFIT) which has the property of keeping modulus-invariant for its inverse transformation. Then we then studied Wigner operator’s EFIT… read more here.
Keywords: left right; operator; begin array; array end ... See more keywords