Valery A. Zheludev
Professor
Tel Aviv University
Tel Aviv 69978,
Israel
Email: zhel@post.tau.ac.il
Work Tel: +972 3 640 6830
Work Fax: +972 3 640 9357
Mobile Tel: +972 545329622
Research Interests
Wavelets, frames, subdivision schemes, signal/image/audio
processing, approximation theory, seismic processing, pattern recognition.
On-line
available papers
3.
Acoustic
detection and classification of river boats (with Amir Z. Averbuch, Pekka Neittaanm(aki, Pekka Wartiainen, Kari Huoman and Kim Janson), Applied Acoustics, 72/1, (2011), 22-34.
4.
A ternary interpolatory subdivision scheme originated from splines (with Amir Z. Averbuch, Garry B. Fatakhov and
Eduard H. Yakubov), International Journal of Wavelets, Multiresolution
and Information Processing, 9, No. 4 (2011), 611–-633.
5.
A
diffusion framework for detection of moving vehicles (with Amir Averbuch K. Hochman, N. Rabin and A. Schclar),
Digital Signal Processing, 20, No.1, pp. 111-122, 2010.
8.
Wavelet-based
acoustic detection of moving vehicles (with Amir Averbuch, Neta Rabin and Alon Schclar), Multidimensional
Systems and Signal Processing, 20, pp.55-80, 2009.
12.
Spline-based deconvolution (with
Amir Averbuch), Signal Processing, 89, pp. 1782-1797,
2009.
13.
Wavelet and frame
transforms originated from continuous and discrete splines
(with Amir Averbuch), in the book "Advances in
Signal Transforms. Theory and applications", J. Astola
and L. Yaroslavsky eds. , pp. 1-56, Hindawi
Publishing Corp., NY, 2007.
14.
Interpolatory frames in signal
space (with Amir Averbuch),
IEEE Trans. Sign. Proc., 54(6), pp.2126-2139, 2006.
16.
Wavelet transforms
generated by splines (with Amir Averbuch), International Journal of Wavelets, Multiresolution and Information Processing, \textbf{5(2)},257-292,
2007.
18.
Symmetric
interpolatory framelets and
their erasure correction properties (with Amir Averbuch, Ofer Amrani and Tamir Cohen), to
appear in International Journal of Wavelets, Multiresolution
and Information Processing, 2007.
22.
Compression
of segmented 3d seismic data (with D. Kosloff, and E. Ragoza), Int. Journ. on Wavelets, Multiresolution and Inf. Proc., vol.2, no.3, (2004),
269-281.
28.
Wavelet packet based
algorithm for identification of quasi-periodic signals (with A. Averbuch, I. Kozlov ), Proc. SPIE {\bf 4478,}, Wavelet Applications in Signal
and Image Processing IX, (A. Aldroubi, A. F. Laine; M. A. Unser; Eds.) 353-360 (2001).
29.
A library of biorthogonal wavelet transforms originated from polynomial splines (with A. Averbuch ), Proc. SPIE {\bf 4478,}, Wavelet Applications in Signal
and Image Processing IX, (A. Aldroubi, A. F. Laine; M. A. Unser; Eds.) 323-334 (2001).
30.
Image compression using
spline based wavelet transforms (with A. Averbuch )
in "Wavelets in Signal and Image Processing: From Theory to
Practice", F. Meyer and A. Petrosian - Editors, Kluwer Academic Press, 2001,
45.
Periodic
splines, harmonic analysis and wavelets. in ``Signal and Image representation in Combined Spaces,
477--509, Wavelet Anal. Appl., 7,'' (eds. Y. Y. Zeevi and R. Coifman), Academic
Press, San Diego, CA, 1998.
Last
Modified: December, 8, 2009