Mathematical and Computer Modelling
The aim of this paper is to investigate the potential artificial compression which can be achieved using an interval multiresolution analysis based on a semiorthogonal cubic B-spline wavelet. The Chui-Quak  spline multiresolution analysis for the finite interval has been modified  so as to be characterized by natural spline projection and uniform two-scale relation. Strengths and weaknesses of the semiorthogonal wavelet as regards artificial compression and data smoothing by the method of thresholding wavelet coefficients are indicated.
Original Publication Citation
Yang, S. K., & Cooke, C. H. (1996). Data compression based on the cubic B-spline wavelet with uniform two-scale relation. Mathematical and Computer Modelling, 23(7), 73-88. doi:10.1016/0895-7177(96)00030-1
Yang, S. K. and Cooke, C. H., "Data Compression Based on the Cubic B-Spline Wavelet With Uniform Two-Scale Relation" (1996). Mathematics & Statistics Faculty Publications. 66.