Heinz H. Bauschke

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Patrick L. CombettesDepartment of Mathematics, North Carolina State UniversityVerified email at math.ncsu.edu
Jonathan (Jon) M. BorweinLaureate Professor University of NewcastleVerified email at newcastle.edu.au
Russell LukeProfessor of Continuous Optimization, Universität GöttingenVerified email at math.uni-goettingen.de
Walaa M. MoursiUniversity of WaterlooVerified email at uwaterloo.ca
Hung M. PhanUniversity of Massachusetts LowellVerified email at uml.edu
Noll, DominikusProfessor of Mathematics, University of ToulouseVerified email at mip.ups-tlse.fr
Adrian LewisProfessor, School of Operations Research and Information Engineering, Cornell UnviersityVerified email at cornell.edu
Henry WolkowiczDepartment of Combinatorics and Optimization, University of WaterlooVerified email at uwaterloo.ca
Regina S. BurachikSTEM Mathematics, University of South AustraliaVerified email at unisa.edu.au
Minh N. DaoRMIT UniversityVerified email at rmit.edu.au
Simeon ReichProfessor of Mathematics, The Technion - Israel Institute of TechnologyVerified email at tx.technion.ac.il
Hui Ouyangpost-doc, Stanford UniversityVerified email at ubc.ca
Sedi BartzUniversity of Massachusetts LowellVerified email at uml.edu
Jérôme BolteTSE, University Toulouse Capitole (France), ANITIVerified email at tse-fr.eu
Marc TeboulleProfessor, School of Mathematical Sciences, Tel Aviv UniversityVerified email at tauex.tau.ac.il
Valentin KochPrincipal Research Engineer, Autodesk, Inc.Verified email at autodesk.com
Yunier Bello-CruzAssociate Professor, Department of Mathematical Sciences, Northern Illinois UniversityVerified email at niu.edu
T.T.A. NghiaOakland UniversityVerified email at oakland.edu
Serge KrukAssociate Professor of Mathematics, Oakland UniversityVerified email at oakland.edu
Salihah.S AlwadaniVerified email at rcyci.edu.sa

Heinz H. Bauschke

Professor of Mathematics, University of British Columbia

Verified email at ubc.ca - Homepage

Convex Analysis Optimization Monotone Operator Theory Projection Methods


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Convex analysis and monotone operator theory in Hilbert spaces HH Bauschke, PL Combettes Springer, 2011	5684*	2011
On projection algorithms for solving convex feasibility problems HH Bauschke, JM Borwein SIAM Review 38 (3), 367-426, 1996	2000	1996
Phase retrieval, error reduction algorithm, and Fienup variants: a view from convex optimization HH Bauschke, PL Combettes, DR Luke JOSA A 19 (7), 1334-1345, 2002	690	2002
The approximation of fixed points of compositions of nonexpansive mappings in Hilbert space HH Bauschke Journal of Mathematical Analysis and Applications 202 (1), 150-159, 1996	512	1996
A weak-to-strong convergence principle for Fejér-monotone methods in Hilbert spaces HH Bauschke, PL Combettes Mathematics of operations research 26 (2), 248-264, 2001	511	2001
Legendre functions and the method of random Bregman projections HH Bauschke, JM Borwein Journal of convex analysis 4 (1), 27-67, 1997	454	1997
A descent lemma beyond Lipschitz gradient continuity: first-order methods revisited and applications HH Bauschke, J Bolte, M Teboulle Mathematics of Operations Research 42 (2), 330-348, 2017	402	2017
Essential smoothness, essential strict convexity, and Legendre functions in Banach spaces HH Bauschke, JM Borwein, PL Combettes Communications in Contemporary Mathematics 3 (04), 615-647, 2001	345	2001
Bregman monotone optimization algorithms HH Bauschke, JM Borwein, PL Combettes SIAM Journal on control and optimization 42 (2), 596-636, 2003	336	2003
On the convergence of von Neumann's alternating projection algorithm for two sets HH Bauschke, JM Borwein Set-Valued Analysis 1, 185-212, 1993	332	1993
Fixed-point algorithms for inverse problems in science and engineering HH Bauschke, RS Burachik, PL Combettes, V Elser, DR Luke, ... Springer Science & Business Media, 2011	320	2011
Hybrid projection–reflection method for phase retrieval HH Bauschke, PL Combettes, DR Luke JOSA A 20 (6), 1025-1034, 2003	282	2003
Projection and proximal point methods: convergence results and counterexamples HH Bauschke, E Matoušková, S Reich Nonlinear Analysis: Theory, Methods & Applications 56 (5), 715-738, 2004	280	2004
Strong conical hull intersection property, bounded linear regularity, Jameson’s property (G), and error bounds in convex optimization HH Bauschke, JM Borwein, W Li Mathematical Programming 86, 135-160, 1999	243	1999
Dykstra′ s alternating projection algorithm for two sets HH Bauschke, JM Borwein Journal of Approximation Theory 79 (3), 418-443, 1994	234	1994
The method of cyclic projections for closed convex sets in Hilbert space HH Bauschke, JM Borwein, AS Lewis Contemporary Mathematics 204, 1-38, 1997	229	1997
Finding best approximation pairs relative to two closed convex sets in Hilbert spaces HH Bauschke, PL Combettes, DR Luke Journal of Approximation theory 127 (2), 178-192, 2004	204	2004
Dykstras algorithm with bregman projections: A convergence proof HH Bauschke, AS Lewis Optimization 48 (4), 409-427, 2000	157	2000
Hyperbolic polynomials and convex analysis HH Bauschke, O Güler, AS Lewis, HS Sendov Canadian Journal of Mathematics 53 (3), 470-488, 2001	144	2001
Projection algorithms and monotone operators HH Bauschke Simon Fraser University, 1996	141	1996

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