The continuous wavelet transform as a maximum entropy solution of the corresponding inverse problem

with T (z) = D 1 (z)D 2 (z 01)0 D 2 (z)D 1 (z 01): The sign of Q(z) is the same as that of Re fG(z)=D1(z)g on the unit circle; an identical consideration can be made for R(z) and D 2 (z): Therefore, G(z) can be computed by finding Q(z) = Q(z 01) and R(z) = R(z 01) positive on the unit circle and such that R(z)D 1 (z) 0 Q(z)D 2 (z) = 0 8z such that T (z) = 0… CONTINUE READING