Sparse signal estimation by maximally sparse convex optimization IW Selesnick, I Bayram
IEEE Transactions on Signal Processing 62 (5), 1078-1092, 2014
209 2014 Frequency-domain design of overcomplete rational-dilation wavelet transforms I Bayram, IW Selesnick
IEEE transactions on signal processing 57 (8), 2957-2972, 2009
194 2009 On the Dual-Tree Complex Wavelet Packet and IW Selesnick
IEEE Transactions on Signal Processing 56 (6), 2298-2310, 2008
168 2008 Convex 1-D total variation denoising with non-convex regularization IW Selesnick, A Parekh, I Bayram
IEEE Signal Processing Letters 22 (2), 141-144, 2014
142 2014 A directional total variation I Bayram, ME Kamasak
2012 Proceedings of the 20th European signal processing conference (EUSIPCO …, 2012
132 2012 An analytic wavelet transform with a flexible time-frequency covering I Bayram
IEEE Transactions on Signal Processing 61 (5), 1131-1142, 2012
118 2012 On the convergence of the iterative shrinkage/thresholding algorithm with a weakly convex penalty I Bayram
IEEE Transactions on Signal Processing 64 (6), 1597-1608, 2015
87 2015 Overcomplete discrete wavelet transforms with rational dilation factors I Bayram, IW Selesnick
IEEE Transactions on Signal Processing 57 (1), 131-145, 2008
83 2008 A signal processing approach to generalized 1-D total variation FI Karahanoglu, I Bayram, D Van De Ville
IEEE Transactions on Signal Processing 59 (11), 5265-5274, 2011
81 2011 Total variation filtering IW Selesnick, I Bayram
White paper, 2010
74 2010 Enhanced sparsity by non-separable regularization IW Selesnick, I Bayram
IEEE Transactions on Signal Processing 64 (9), 2298-2313, 2016
64 2016 A subband adaptive iterative shrinkage/thresholding algorithm I Bayram, IW Selesnick
IEEE Transactions on Signal Processing 58 (3), 1131-1143, 2009
50 2009 Mixed norms with overlapping groups as signal priors I Bayram
2011 IEEE International Conference on Acoustics, Speech and Signal …, 2011
46 2011 A dual-tree rational-dilation complex wavelet transform I Bayram, IW Selesnick
IEEE Transactions on Signal Processing 59 (12), 6251-6256, 2011
37 2011 Penalty functions derived from monotone mappings I Bayram
IEEE Signal Processing Letters 22 (3), 265-269, 2014
29 2014 A penalty function promoting sparsity within and across groups I Bayram, S Bulek
IEEE Transactions on Signal Processing 65 (16), 4238-4251, 2017
26 2017 Oscillatory plus transient signal decomposition using overcomplete rational-dilation wavelet transforms IW Selesnick, I Bayram
Wavelets XIII 7446, 268-281, 2009
24 2009 Optimization of symmetric self-Hilbertian filters for the dual-tree complex wavelet transform B Dumitrescu, IW Selesnick
IEEE Signal Processing Letters 15, 146-149, 2008
24 2008 Fused lasso with a non-convex sparsity inducing penalty I Bayram, PY Chen, IW Selesnick
2014 IEEE International Conference on Acoustics, Speech and Signal …, 2014
23 2014 Design of orthonormal and overcomplete wavelet transforms based on rational sampling factors I Bayram, IW Selesnick
Wavelet Applications in Industrial Processing V 6763, 127-141, 2007
23 2007 
Ivan SelesnickElectrical and Computer Engineering, Tandon School of Engineering, New York UniversityEmail verificata su nyu.edu