On Quantum Representation of the Linear Canonical Wavelet Transform

For the efficient identification of quantum states, we propose notion linear canonical wavelet transform in framework mechanics. Using machinery Dirac representation theory and integration within an ordered product operators, recast to a matrix element squeezing–displacing operator U(?,s)KM between analyzing vector ??| two-mode state |f? be transformed. We also derive inner relation inversion formula for realm Lastly, present explicit example lucid implementation identifying states.