Valery A. Zheludev



Professor

School of Computer Science

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

1.      Dimensionality reduction for detection of moving vehicles , ((with A. Averbuch, N. Rabin, A. Schclar),), to appear in Pattern Analysis and Applications-225 .

1.      Block based deconvolution algorithm using spline wavelet packets, ((with A. Averbuch, P. Neittaanmaki, J. Koren),), Mathematical Imaging and Vision, (2010), 38: 197-225 .

2.      Spectral multiplexing method for digital snapshot spectral imaging, (with M. A. Golub, M. Nathan, A. Averbuch, E. Lavi,), Appl. Opt. 48, 1520-1526 (2009).

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.

6.      Deconvolution by Matching Pursuit using spline wavelet packets dictionaries (with Amir Averbuch and Marie Khazanovsky), Applied and Computational Harmonic Analysis, 31 (2011) 98–124.

7.      Image denoising using regularized Butterworth wavelet frames (with Amir Averbuch), submitted.

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.

9.      Detection of moving vehicles via dimensionality reduction (with Amir Averbuch, Neta Rabin and Alon Schclar), submitted.

10.  Computation of interpolatory splines via triadic subdivision (with Amir Averbuch,), Advances in Comp. Math., Volume 32, Issue 1 (2010), 63-72 .

11.  Automatic identification of hyperspectral data -- construction of unique signature (with A. Averbuch, N. Ben-Gigi, O. Braun, Y. Zur and A. Schclar), submitted.

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.

15.  Tight and sibling frames originated from discrete splines (with Amir Averbuch and Tamir Cohen), Signal Processing, v. 86, (2006), 1632-1647.

16.  Wavelet transforms generated by splines (with Amir Averbuch), International Journal of Wavelets, Multiresolution and Information Processing, \textbf{5(2)},257-292, 2007.

17.  Multiwavelet frames in signal space originated from Hermite splines (with Amir Averbuch and Tamir Cohen), IEEE Trans. Sign. Proc., 55(3),(2007), 797-808.

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.

19.  Wavelet transforms generated by splines (with Amir Averbuch), extended preprint.

20.  Interpolatory subdivision schemes with infinite masks originated from splines Advances in Comp. Math., vol.25., 475-506.

21.  Identification of acoustic signatures for vehicles via reduction of dimensionality (with A. Averbuch, E. Hulata, I. Kozlov) Int. Journ. of Wavelets, Multiresolution and Inf. Proc., vol.2, no.1, (2004), 1-22.

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.

23.  Usage of wavelet analysis for the detection of seismogenic ULF emission, (with L. Alperovich , V. Zheludev, M. Hayakawa), RADIO SCIENCE, VOL. 38, NO. 6, 1093, 20I:10.1029/2002RS002687, 2003

24.  On compression of segmented 3d seismic data (with D. Kosloff, and E. Ragoza), accepted to Proc. ICIP 2003 Conference

25.  Interpolatory subdivision schemes generated by splines (with A. Averbuch and Marina Gruzd), Proc. 5th AFA Conference on Curves and Surfaces

26.  A new family of spline based biorthogonal wavelet transforms and their application to image compression (with A. Averbuch ), IEEE Trans. Image Proc., vol 13, No. 7, pp. 993-1007, July 2004

27.  Splines: a new contribution to wavelet analysis (with A. Averbuch ), Proc. Algorithms for Approximation IV,

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,

31.  Butterworth wavelet transforms derived from discrete interpolatory splines: Recursive implementation (with A. Averbuch, A. B. Pevnyi ), Signal Processing, 81 (2001), 2363-2383

32.  Biorthogonal Butterworth wavelets derived from discrete interpolatory splines. (with A. Averbuch, A. B. Pevnyi ), IEEE Trans. Sign. Proc., {\bf 49}, No.11, November 2001, 2682-2692

33.  Fast Kirchhoff migration in wavelet domain, (with D. Kosloff, E. Ragoza ), Exploration Geophysics, \textbf{33}, (2002), 23-27.

34.  Kirchhoff migration using wavelet transform. (with E. Y. Ragoza, D. D. Kosloff, and V. I. Meshbey ), submitted to Geophysics

35.  Construction of biorthogonal wavelet scheme using interpolatory splines (with A. Averbuch), Applied and Comp. Harmonic Analysis, {\bf 12}, (2002), 25-56.

36.  Lifting scheme for biorthogonal multiwavelets originated from Hermite splines (with A. Averbuch), IEEE Trans. Sign. Proc. {\bf 50}, No.3 March 2002, 487-500.

37.  Interpolatory biorthogonal multiwavelet transforms (with A. Averbuch), Proc. of the Conf. Trends in Approximation Theory 2000.

38.  A wavelet packet algorithm for classification and detection of moving vehicles (with A. Averbuch, E. Hulata, I. Kozlov) Multidimensional Systems and Signal Processing, {\bf12(1)}, 2001, 9-31.

39.  Wavelet based algorithm for acoustic detection of moving ground and airborne targets,(with A. Averbuch, I. Kozlov} Proc. SPIE {\bf 4119,}, Wavelet Applications in Signal and Image Processing VII, (A. Aldroubi, A. F. Laine; M. A. Unser; Eds.) (2000)

40.  A lifting scheme of biorthogonal wavelet transform based on discrete interpolatory splines,(with A. Averbuch, A. Pevnyi} Proc. SPIE {\bf 4119,}, Wavelet Applications in Signal and Image Processing VII, (A. Aldroubi, A. F. Laine; M. A. Unser; Eds.) (2000)

41.  On the interpolation by discrete splines with equidistant nodes,(with A.Pevnyi), J. Appr. Th., 102, (2000), 286-301

42.  Construction of wavelet analysis in the space of discrete splines using Zak transform, (with A.Pevnyi) Journ. Fourier Anal. Appl. v.8, No.1, 2002, 55-77

43.  Integral representation of slowly growing equidistant splines, Approximation Theory and Applications, {\bf 14}, no. 4, (1998), 66-88

44.  Wavelet analysis in spaces of slowly growing splines via integral representation, Real Analysis Exchange, {\bf 24}, (1998/99), 229-261.

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

Comments to: Valery Zheludev(zhel@post.tau.ac.il)