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Sparse Stochastic Processes and Discretization of Linear Inverse Problems.

, , , and . IEEE Trans. Image Process., 22 (7): 2699-2710 (2013)

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Differential phase-contrast X-ray computed tomography: From model discretization to image reconstruction., and . ISBI, page 90-93. IEEE, (2012)A Box Spline Calculus for the Discretization of Computed Tomography Reconstruction Problems., , and . IEEE Trans. Medical Imaging, 31 (8): 1532-1541 (2012)Sparse Stochastic Processes and Discretization of Linear Inverse Problems., , , and . IEEE Trans. Image Process., 22 (7): 2699-2710 (2013)Variational Phase Imaging Using the Transport-of-Intensity Equation., , , , and . IEEE Trans. Image Process., 25 (2): 807-817 (2016)A Forward Regridding Method With Minimal Oversampling for Accurate and Efficient Iterative Tomographic Algorithms., , , , and . IEEE Trans. Image Process., 25 (3): 1207-1218 (2016)Partial cognitive relay channel., , and . ITW, page 341-345. IEEE, (2009)Iterative FBP for improved reconstruction of X-ray differential phase-contrast tomograms., , , , and . ISBI, page 1260-1263. IEEE, (2013)Optimized Kaiser-Bessel Window Functions for Computed Tomography., , , and . IEEE Trans. Image Process., 24 (11): 3826-3833 (2015)Sparse Stochastic Processes and Discretization of Linear Inverse Problems, , , and . CoRR, (2012)Compressed sensing for dose reduction in STEM tomography., , , , , and . ISBI, page 23-27. IEEE, (2017)