Chui C K, ed. Wavelets : A Tutorial in Theory and Applications, Academic Press, San Diego. 1092.
[2]
Koornwinder T H, ed. Wavelets:an elementary treatment of theory and applications, No. 1 in Series in Approximations and Decompositions, World Scientific, Singapore, 1993.
[3]
Meyer Y, Wavelets: Algorithms Bnd Applications, SIAM,philadelphia, 1993.
[4]
Wickerhauser M V. Adapted Wavelet Analysis: from Theory to Software, Washington University , St. Louis, Missouri, 1994.
[5]
Kaiser G. A Friendly Guide to Wavelets, Lowell Massachusetts,1994.
Lemarie p G, ed. Les Ondelettes en 1989, No. 1438 in Lecture Notes in Math. , Springer-Verlag, 1990,.
[10]
Schoenberg I J,.Cardinal interpolation and spline function,J,Approx.Theory,1996(2):167-627.
[11]
Ruskai M B,Beylkin G,Coifman R,et al, Wavelet and their applications,.
[12]
Farge M, Hunt J C R ,Vassilicos J C,et al. Wavelets, Fractals,and Fourier Transforms, Clarendon Press-Oxfoerd, 1993.
[13]
Combes J M,Grossmann A,Tchamitchian P,eds. , Wavelets Time-Frequency Methods and Phase Space, Inverse Problems and Theoretical Imaging. Springer-Verlag, 1989.
[14]
Vidakovic B, Muller p. Wavelets for Kids-A Tutorial Introduction. Technical Report, Duke University (ftp://ftp. isds.duke. edu/pub/Users/Brani/papers/wavkidsA.pa. Z).