Введение в вейвлет-анализ. Юдин М.Н - 78 стр.

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8. Daubechies I. Orthonormal Bases of compactly supported wavelets.
Comm. PureAppl. Math., 41, 1988, pp. 909-996.
9.
Different pespectives on Wavelets. Ed. I. Daubechies. American
Mathematical Society. Short Course. San Antonio, Texas, 1993.
10.
Gagnon L. and Lina J.M. Symmetric Daubechies' wavelets and
numerical solutions of NLS2 equations. J. Phys.A: Math. Gen. 27,
1994, pp. 8207-8230.
11.
Hoekstra E.V. Multiscale Analisys of seismic data by the wavelet
transform. M. Sc. Thesis. Delft, 1996.
12.
Jaerth B. and Swedlens W. An Owerview of Wavelet Based
Multiresolution Analyses. SIAM Review. Vol.36, pp. 377-412,
1994.
13.
Kaiser J. A Friendly Guide to Wavelets. Birkhauser. ISBN G-8176-
3711-7, Boston, 1994.
14.
Kölzow D. Wavelets. A Tutorial and a Bibliography, Erlangen,
1994.
15.
Mallat S. Multiresolution approximation and wavelets. Trans.Amer.
Mayh. Soc. 315, 1989, pp.69-88.
16.
Meyer Y. Wavelets: Algorithms and Applications. SIAM,
Philadelphia, 1993.
17.
Numerical Recipes. ISBN 0-521-43108-5, Cambrige University
Press, 1992-1998.
18.
Self-Similar Systems. Ed. V.B.Priezzhev, V.P.Spiridonov. Dubna,
1999.
19.
Resnikoff H. L., Wells R.O. Wavelet Analysis. Springer, 1991.
20.
Wavelets and their Applications. Ed. Jones and Barlett. Boston,
1992. 
8.   Daubechies I. Orthonormal Bases of compactly supported wavelets.
     Comm. PureAppl. Math., 41, 1988, pp. 909-996.
9.   Different pespectives on Wavelets. Ed. I. Daubechies. American
     Mathematical Society. Short Course. San Antonio, Texas, 1993.
10. Gagnon L. and Lina J.M. Symmetric Daubechies' wavelets and
    numerical solutions of NLS2 equations. J. Phys.A: Math. Gen. 27,
    1994, pp. 8207-8230.
11. Hoekstra E.V. Multiscale Analisys of seismic data by the wavelet
    transform. M. Sc. Thesis. Delft, 1996.
12. Jaerth B. and Swedlens W. An Owerview of Wavelet Based
    Multiresolution Analyses. SIAM Review. Vol.36, pp. 377-412,
    1994.
13. Kaiser J. A Friendly Guide to Wavelets. Birkhauser. ISBN G-8176-
    3711-7, Boston, 1994.
14. Kölzow D. Wavelets. A Tutorial and a Bibliography, Erlangen,
    1994.
15. Mallat S. Multiresolution approximation and wavelets. Trans.Amer.
    Mayh. Soc. 315, 1989, pp.69-88.
16. Meyer Y. Wavelets: Algorithms and Applications. SIAM,
    Philadelphia, 1993.
17. Numerical Recipes. ISBN 0-521-43108-5, Cambrige University
    Press, 1992-1998.
18. Self-Similar Systems. Ed. V.B.Priezzhev, V.P.Spiridonov. Dubna,
    1999.
19. Resnikoff H. L., Wells R.O. Wavelet Analysis. Springer, 1991.
20. Wavelets and their Applications. Ed. Jones and Barlett. Boston,
    1992.




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