John P Ward

Research Interests

Applied harmonic analysis, Signal and image processing, Wavelets, Basis functions, Measure theory, Stochastic processes, Signal processing on graphs

Recent Publications

• Julien Fageot, Michael Unser, John Ward, , Julien Fageot, John Ward (2019). (The n-term approximation of periodic generalized Levy processes). ). Journal of Theoretical Probability.
• Zsuzsanna Puspoki, Arash Amini, Julien Fageot, John Ward, Michael Unser, Zsuzsanna Puspoki, John Ward (2019). (Angular Accuracy of Steerable Feature Detectors). (1) 12, pp. 344-371 ). SIAM Journal on Imaging Sciences .
• Julien Fageot, Michael Unser, John Ward, Julien Fageot, John Ward (2019). (Beyond Wiener's lemma: nuclear convolution algebras and the inversion of digital filters). ). Journal of Fourier Analysis and Applications.
• Adrien Depeursinge, Zsuzsanna Puspoki, John Ward, Michael Unser, Adrien Depeursinge, John Ward (2017). (Steerable Wavelet Machines (SWM): Learning Moving Frames for Texture). (4) 26, pp. 1626-1636 ). IEEE Transactions on Image Processing.
• Ha Nguyen, Michael Unser, John Ward, Ha Nguyen, John Ward (2017). (Generalized Poisson Summation Formulas for Continuous Functions of Polynomial Growth). (2) 23, pp. 442-461 ). Journal of Fourier Analysis and Applications.
• Julien Fageot, Michael Unser, John Ward, Julien Fageot, John Ward (2017). (On the Besov regularity of periodic L\'evy noises). (1) 42, pp. 21-36 ). Appl. Comput. Harmon. A..
• Michael Unser, Julien Fageot, John Ward, Michael Unser, John Ward (2017). (Splines are Universal Solutions of Linear Inverse Problems with Generalized-TV regularization). (4) 59, pp. 769--793 ). SIAM Review.
• Zsuzsanna P\"usp\"oki, Daniel Sage, John Ward, Michael Unser, Zsuzsanna P\"usp\"oki, John Ward (2016). (SpotCaliper: fast wavelet-based spot detection with accurate size estimation). (8) 32, pp. 1278-1280 ). Bioinformatics.
• Zsuzsanna P\"usp\"oki, John Ward, Daniel Sage, Michael Unser, Zsuzsanna P\"usp\"oki, John Ward (2016). (On the continuous steering of the scale of tight wavelet frames). (3) 9, pp. 1042-1062 ). SIAM J. Imaging Sci..
• Emrah Bostan, Michael Unser, John Ward, Emrah Bostan, John Ward (2015). (Divergence-Free Wavelet Frames). (8) 22, pp. 1142-1146 ). IEEE Signal Proc. Let..
• John Ward, Pad Pedram, Michael Unser, John Ward, Pad Pedram (2015). (Optimal Isotropic Wavelets for Localized Tight Frame Representations). (11) 22, pp. 1918-1921 ). IEEE Signal Proc. Let..
• John Ward, Minji Lee, Jong Ye, Michael Unser, John Ward, Minji Lee (2015). (Interior Tomography Using 1D Generalized Total Variation. Part I: Mathematical Foundation). (1) 8, pp. 226-247 ). SIAM J. Imaging Sci..
• Minji Lee, Yoseob Han, John Ward, Michael Unser, Jong Ye, Minji Lee, John Ward (2015). (Interior tomography using 1D generalized total variation. Part II: Multiscale implementation). (4) 8, pp. 2452-2486 ). SIAM J. Imaging Sci..
• Masih Nilchian, John Ward, Cedric Vonesch, Michael Unser, Masih Nilchian, John Ward (2015). (Optimized Kaiser-Bessel window functions for computed tomography). (11) 24, pp. 3826-3833 ). IEEE Trans. Image Process..
• John Ward, Michael Unser, John Ward, Michael Unser (2014). (Approximation properties of Sobolev splines and the construction of compactly supported equivalents). (3) 46, pp. 1843-1858 ). SIAM J. Math. Anal..
• John Ward, Michael Unser, Michael Unser, John Ward (2014). (Harmonic Singular Integrals and Steerable Wavelets in $L_2(Rd)$). (2) 36, pp. 183–197 ). Appl. Comput. Harmon. A..
• Hagai Kirshner, Aurelian Bourquard, John Ward, Moshe Porat, Michael Unser, Hagai Kirshner, John Ward (2014). (Adaptive Image Resizing Based on Continuous-Domain Stochastic Modeling). (1) 23, pp. 413-423 ). IEEE Trans. on Image Process..
• Hagai Kirshner, Michael Unser, John Ward, Hagai Kirshner, John Ward (2014). (On the Unique Identification of Continuous-time Autoregressive Models from Sampled Data). (6) 62, pp. 1361-1376 ). IEEE Trans. Signal Process..
• Arash Amini, Philippe Thévenaz, John Ward, Michael Unser, Arash Amini, John Ward (2013). (On the Linearity of Bayesian Interpolators for Non-Gaussian Continuous-Time AR (1) Processes). (8) 59, pp. 5063–5074 ). IEEE Trans. Inform. Theory.
• John Ward, Kunal Chaudhury, Michael Unser, John Ward, Kunal Chaudhury (2013). (Decay properties of Riesz transforms and steerable wavelets). (2) 6, pp. 984-998 ). SIAM J. Imaging Sci..