“…Since wavelet transform has the capability to orthogonalize the data and produces the sparse matrix in the transformation, then wavelet transform give better results compared to the other image processing methods such as Gaussian, Fourier transform, Hilbert-Huang transform etc. Some applications of wavelet based methods are in finance, economy and solar radiations (Karim et al [1,2,3,4,5,6] and Al-Wadi et al [7]). …”