OPTIMAL DESIGN OF THE REGULARITY OF BIORTHOGONAL INTERPOLATING WAVELET SYSTEM WITH COMPACTLY SUPPORTED DAULS

Dubuc S，Interpolation through an iterative scheme．J．Math．Anal．And Appl.，1986,114(1)：185-204.[2]Deslauriers G，Dubuc S Symmetric iterative interpolation processes. Constructive Approximation,1989,5(1)：49-68．[3]Donoho L D．Interpolating wavelet transform．Technical report, Dept. Of Statistics, Stanford Univ.,1992．10.[4]Harten A．Multiresolution representation of data：A general framework，SIAM J．Numer．Anal.,1996，33(3)：1205-1256．[5]Sweldens W．The lifting scheme：A custom-design construetion of biorthogonal wavelets，Appl．Comput．Harmon．Anal.,1996，3(2)：186-200．[6]Saito N，Beyllkin G．Multiresolution respresentations using the autocorrelation functions of compactly supported wavelets，IEEE Trans．On SP 1993，SP-41(12)：3584-3590．[7]水鹏朗，保铮．具有紧支撑对偶的插值子波，电子科学学刊，1999，21(5)：585-591[8]Daubechies I A，Lagarias J．Two-saale difference equations，I．Global regularity of solutions，SIAM J．Math．Anal.,1991，22(5)：1388-1410．[9]Daubechies I A，Lagarias J．Two-scale difference equations，L Local regularity，infinte products of matrices and fractals，SIAM J．Math．Anal.,1992，23(4)：1031-1079．[10]张建康，保铮，于宏毅．M-带离散小波变换中正交小波的逼近性能分析，中国科学(E辑)，1997，27(6)：536-541.