Carola-Bibiane Schönlieb - Google Scholar Citations

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	All	Since 2014
Citations	2011	1798
h-index	23	23
i10-index	44	39

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2009201020112012201320142015201620172018201915 28 33 35 75 82 174 247 286 393 600

Co-authors

Martin BurgerFriedrich-Alexander Universität Erlangen-NürnbergVerified email at fau.de
Martin BenningQueen Mary University of LondonVerified email at qmul.ac.uk
Juan Carlos De los ReyesCentro de Modelización Matemática (MODEMAT), Escuela Politécnica Nacional, EcuadorVerified email at epn.edu.ec
Matthias J. EhrhardtInstitute for Mathematical Innovation, University of BathVerified email at bath.ac.uk
Tuomo ValkonenCentro de Modelización Matemática (ModeMat), Escuela Politécnica Nacional (Quito, Ecuador)Verified email at epn.edu.ec
Kostas PapafitsorosWeierstrass Institute for Applied Analysis and StochasticsVerified email at wias-berlin.de
Xiaohao CaiMSSL, University College LondonVerified email at ucl.ac.uk
Luca CalatroniCNRS, I3S, Sophia-Antipolis, FranceVerified email at i3s.unice.fr
David CoomesProfessor of Forest Ecology and Conservation, University of CambridgeVerified email at cam.ac.uk
Jan LellmannUniversity of LuebeckVerified email at uni-luebeck.de
Massimo FornasierProfessor of Applied Numerical Analysis, Technical University of MunichVerified email at ma.tum.de
Juheon LeeResearch Scientist, HP LabsVerified email at hp.com
Bertram DüringProfessor of Mathematics, University of SussexVerified email at sussex.ac.uk
Peter MarkowichKAUSTVerified email at kaust.edu.sa
Michael MoellerProfessor for Computer Vision, University of Siegen, GermanyVerified email at uni-siegen.de
Daniel CremersTechnical University of MunichVerified email at tum.de
Angelica I. Aviles-RiveroUniversity of CambridgeVerified email at cam.ac.uk
Evangelos PapoutsellisAlan Turing Building, University of ManchesterVerified email at manchester.ac.uk
Zhiqiang GongNational University of Defense TechnologyVerified email at nudt.edu.cn
Ping ZhongNational university of defense technologyVerified email at nudt.edu.cn

Carola-Bibiane Schönlieb

DAMTP, University of Cambridge

Verified email at cam.ac.uk

Mathematics Computer Science Medical imaging inverse problems


Title	Cited by	Year
A combined first and second order variational approach for image reconstruction K Papafitsoros, CB Schönlieb Journal of mathematical imaging and vision 48 (2), 308-338, 2014	189	2014
Cahn–Hilliard inpainting and a generalization for grayvalue images M Burger, L He, CB Schönlieb SIAM Journal on Imaging Sciences 2 (4), 1129-1167, 2009	141	2009
Learning to diversify deep belief networks for hyperspectral image classification P Zhong, Z Gong, S Li, CB Schönlieb IEEE Transactions on Geoscience and Remote Sensing 55 (6), 3516-3530, 2017	102	2017
Unconditionally stable schemes for higher order inpainting A Bertozzi, CB Schönlieb Communications in Mathematical Sciences 9 (2), 413-457, 2011	92	2011
Image denoising: learning the noise model via nonsmooth PDE-constrained optimization JC De los Reyes, CB Schönlieb Inverse Problems & Imaging 7 (4), 1183-1214, 2013	61	2013
A convergent overlapping domain decomposition method for total variation minimization M Fornasier, A Langer, CB Schönlieb Numerische Mathematik 116 (4), 645-685, 2010	61	2010
Subspace correction methods for total variation and \ell_1-minimization M Fornasier, CB Schönlieb SIAM Journal on Numerical Analysis 47 (5), 3397-3428, 2009	60	2009
Combined first and second order total variation inpainting using split Bregman K Papafitsoros, CB Schoenlieb, B Sengul Image Processing On Line 3, 112-136, 2013	57	2013
Oriented diffusion filtering for enhancing low-quality fingerprint images C Gottschlich, CB Schönlieb IET biometrics 1 (2), 105-113, 2012	55	2012
Imaging with Kantorovich--Rubinstein Discrepancy J Lellmann, DA Lorenz, C Schönlieb, T Valkonen SIAM Journal on Imaging Sciences 7 (4), 2833-2859, 2014	54	2014
Partial differential equation methods for image inpainting CB Schönlieb Cambridge University Press, 2015	52	2015
Phase reconstruction from velocity-encoded MRI measurements–a survey of sparsity-promoting variational approaches M Benning, L Gladden, D Holland, CB Schönlieb, T Valkonen Journal of Magnetic Resonance 238, 26-43, 2014	52	2014
Stochastic primal-dual hybrid gradient algorithm with arbitrary sampling and imaging applications A Chambolle, MJ Ehrhardt, P Richtárik, CB Schonlieb SIAM Journal on Optimization 28 (4), 2783-2808, 2018	50	2018
Total variation regularization in measurement and image space for PET reconstruction M Burger, J Müller, E Papoutsellis, CB Schönlieb Inverse Problems 30 (10), 105003, 2014	49	2014
Regularized regression and density estimation based on optimal transport M Burger, M Franek, CB Schönlieb Applied Mathematics Research eXpress 2012 (2), 209-253, 2012	47	2012
Variational depth from focus reconstruction M Moeller, M Benning, C Schönlieb, D Cremers IEEE Transactions on Image Processing 24 (12), 5369-5378, 2015	45	2015
Bilevel parameter learning for higher-order total variation regularisation models JC De los Reyes, CB Schönlieb, T Valkonen Journal of Mathematical Imaging and Vision 57 (1), 1-25, 2017	43	2017
Bilevel approaches for learning of variational imaging models L Calatroni, C Cao, JC De Los Reyes, CB Schönlieb, T Valkonen Variational Methods, 252-290, 2017	38	2017
A generalized model for optimal transport of images including dissipation and density modulation J Maas, M Rumpf, C Schönlieb, S Simon ESAIM: Mathematical Modelling and Numerical Analysis 49 (6), 1745-1769, 2015	37	2015
Infimal Convolution Regularisation Functionals of BV and [... formula...] Spaces: Part I: The Finite p Case M Burger, K Papafitsoros, E Papoutsellis, CB Schönlieb Journal of mathematical imaging and vision 55, 343, 2016	34	2016

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