Ivan Selesnick
Ivan Selesnick
Electrical and Computer Engineering, Tandon School of Engineering, New York University
Verified email at nyu.edu - Homepage
TitleCited byYear
The dual-tree complex wavelet transform
IW Selesnick, RG Baraniuk, NC Kingsbury
IEEE signal processing magazine 22 (6), 123-151, 2005
25062005
Bivariate shrinkage functions for wavelet-based denoising exploiting interscale dependency
L Sendur, IW Selesnick
IEEE Transactions on signal processing 50 (11), 2744-2756, 2002
12722002
Bivariate shrinkage with local variance estimation
L Sendur, IW Selesnick
IEEE signal processing letters 9 (12), 438-441, 2002
7522002
Hilbert transform pairs of wavelet bases
IW Selesnick
IEEE Signal Processing Letters 8 (6), 170-173, 2001
4502001
The design of approximate Hilbert transform pairs of wavelet bases
IW Selesnick
IEEE Transactions on Signal Processing 50 (5), 1144-1152, 2002
3492002
The double-density dual-tree DWT
IW Selesnick
IEEE Transactions on signal processing 52 (5), 1304-1314, 2004
3412004
Wavelet transform with tunable Q-factor
IW Selesnick
IEEE transactions on signal processing 59 (8), 3560-3575, 2011
2992011
Wavelet based speckle reduction with application to SAR based ATD/R
H Guo, JE Odegard, M Lang, RA Gopinath, IW Selesnick, CS Burrus
Proceedings of 1st International Conference on Image Processing 1, 75-79, 1994
2801994
Video denoising using 2D and 3D dual-tree complex wavelet transforms
IW Selesnick, KY Li
Wavelets: Applications in Signal and Image Processing X 5207, 607-618, 2003
2312003
Generalized digital Butterworth filter design
IW Selesnick, CS Burrus
IEEE Transactions on signal processing 46 (6), 1688-1694, 1998
2021998
Constrained least square design of FIR filters without specified transition bands
IW Selesnick, M Lang, CS Burrus
IEEE Transactions on Signal Processing 44 (8), 1879-1892, 1996
1881996
Signal restoration with overcomplete wavelet transforms: Comparison of analysis and synthesis priors
IW Selesnick, MAT Figueiredo
Wavelets XIII 7446, 74460D, 2009
1842009
Emerging applications of wavelets: A review
AN Akansu, WA Serdijn, IW Selesnick
Physical communication 3 (1), 1-18, 2010
1732010
The slantlet transform
IW Selesnick
IEEE transactions on signal processing 47 (5), 1304-1313, 1999
1631999
Iterative reweighted least-squares design of FIR filters
CS Burrus, JA Barreto, IW Selesnick
IEEE Transactions on Signal Processing 42 (11), 2926-2936, 1994
1631994
Resonance-based signal decomposition: A new sparsity-enabled signal analysis method
IW Selesnick
Signal Processing 91 (12), 2793-2809, 2011
1622011
Interpolating multiwavelet bases and the sampling theorem
IW Selesnick
IEEE Transactions on Signal Processing 47 (6), 1615-1621, 1999
1581999
The double density DWT
IW Selesnick
Wavelets in Signal and Image Analysis, 39-66, 2001
1362001
Multiwavelet bases with extra approximation properties
IW Selesnick
IEEE Transactions on signal processing 46 (11), 2898-2908, 1998
1321998
Smooth wavelet tight frames with zero moments
IW Selesnick
Applied and Computational Harmonic Analysis 10 (2), 163-181, 2001
1292001
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Articles 1–20