HEINZ BAUSCHKE |

Recent preprints (from arxiv.org)
- H.H. Bauschke and P.L. Combettes:
*Convex Analysis and Monotone Operator Theory in Hilbert Spaces*, second edition, Springer, 2017. (amazon.com) - H.H. Bauschke, R.S. Burachik, P.L. Combettes, V. Elser, D.R. Luke, and
H. Wolkowicz (editors):
*Fixed-Point Algorithms for Inverse Problems in Science and Engineering*, Springer, 2011. - D.H. Bailey, H.H. Bauschke, P. Borwein, F. Garvan, M. Thera,
J.D. Vanderwerff, and H. Wolkowicz (editors):
*Computational and Analytical Mathematics*, Springer, 2013.
H.H. Bauschke, M.N. Bui, and X. Wang, Projecting onto the intersection of a cone and a sphere, *SIAM Journal on Optimization*in press. (pdf.)H.H. Bauschke and W.M. Moursi, The magnitude of the minimal displacement vector for compositions and convex combinations of firmly nonexpansive mappings, *Optimization Letters*in press. (pdf.)S. Bartz, H.H. Bauschke, and X. Wang: A class of multimarginal *c*-cyclically monotone sets with explicit*c*-splitting potentials,*Journal of Mathematical Analysis and Applications*461, pp. 333-348, 2018. (pdf.)H.H. Bauschke, C. Wang, X. Wang, and J. Xu: Subgradient projectors: extensions, theory, and characterizations, *Set-Valued and Variational Analysis*25, pp. in press, (pdf.)H.H. Bauschke, B. Lukens, W.M. Moursi: Affine nonexpansive operators, Attouch-Thera duality, and the Douglas-Rachford algorithm *Set-Valued and Variational Analysis*25, pp. 481-505, 2017. (pdf.)H.H. Bauschke and M.N. Dao: On the finite convergence of the Douglas-Rachford algorithm for solving (not necessarily convex) feasibility problems in Euclidean spaces, *SIAM Journal on Optimization*27, pp. 507-537, 2017. (pdf.)S. Bartz, H.H. Bauschke, and X. Wang: The resolvent order: a unification of the orders by Zarantonello, by Loewner, and by Moreau, *SIAM Journal on Optimization*27, pp. 466-477, 2017. (pdf.)H.H. Bauschke and W.M. Moursi: On the Douglas-Rachford algorithm, *Mathematical Programming (Series A)*164, pp. 263-284, 2017. (pdf.)H.H. Bauschke, J. Schaad, and X. Wang: On Douglas-Rachford operators that fail to be proximal mappings, *Mathematical Programming (Series B)*168, pp. 55-61, 2018. (pdf.)H.H. Bauschke, J. Bolte, and M. Teboulle: A descent lemma beyond Lipschitz continuity: first order methods revisited and applications, *Mathematics of Operations Research*42, pp. 330-348, 2017. (pdf.)H.H. Bauschke, M.N. Dao, and W.M. Moursi: The Douglas-Rachford algorithm in the affine-convex case, *Operations Research Letters*44, pp. 379-382, 2016. (pdf.)H.H. Bauschke and W.M. Moursi: The Douglas-Rachford algorithm for two (not necessarily intersecting) affine subspaces, *SIAM Journal on Optimization*26, pp. 968-985, 2016. (pdf.)S. Bartz, H.H. Bauschke, S.M. Moffat, and X. Wang: The resolvent average of monotone operators: dominant and recessive properties, *SIAM Journal on Optimization*26, pp. 602-634, 2016. (pdf.)H.H. Bauschke, J.Y. Bello Cruz, T.T.A. Nghia, H.M. Phan, and X. Wang: Optimal rates of convergence of matrices with applications *Numerical Algorithms*73, pp. 33-76, 2016. (pdf.)H.H. Bauschke, M.N. Dao, D. Noll and H.M. Phan: On Slater's condition and finite convergence of the Douglas-Rachford algorithm for solving convex feasibility problems in Euclidean spaces, *Journal of Global Optimization*65, pp. 329-349, 2016. (pdf.)H.H. Bauschke, G.R. Douglas, and W.M. Moursi: On a result of Pazy concerning the asymptotic behaviour of nonexpansive mappings, *Journal of Fixed Point Theory and Applications*18, pp. 297-307, 2016. (pdf.)H.H. Bauschke, V.R. Koch, and H.M. Phan: Stadium norm and Douglas-Rachford splitting: a new approach to road design optimization, *Operations Research*64, pp. 201-218, 2016. (pdf.)H.H. Bauschke, M.N. Dao, and W.M. Moursi: On Fejer monotone sequences and nonexpansive mappings, *Linear and Nonlinear Analysis*1, pp. 287-295, 2015. (pdf.)H.H. Bauschke, W.L. Hare, and W.M. Moursi: On the range of the Douglas-Rachford operator, *Mathematics of Operations Research*41, pp. 884-897, 2016. (pdf.)H.H. Bauschke and W.M. Moursi: On the order of the operators in the Douglas-Rachford algorithm, *Optimization Letters*10, pp. 447-455, 2016. (pdf.)H.H. Bauschke, Y. Lucet, and H.M. Phan: On the convexity of piecewise-defined functions, *ESAIM COCV*22, pp. 728-742, 2016. (pdf.)H.H. Bauschke, M.N. Dao, D. Noll, and H.M. Phan: Proximal point algorithm, Douglas-Rachford algorithm and alternating projections: a case study, *Journal of Convex Analysis*23, pp. 237-261, 2016. (pdf.)H.H. Bauschke, C. Wang, X. Wang, and J. Xu: On subgradient projectors, *SIAM Journal on Optimization*25, pp. 1064-1082, 2015. (pdf.)H.H. Bauschke, C. Wang, X. Wang, and J. Xu: On the finite convergence of a projected cutter method, *Journal of Optimization Theory*165, pp. 901-916, 2015. (pdf.)H.H. Bauschke, W.L. Hare, and W.M. Moursi: A derivative-free comirror algorithm for convex optimization, *Optimization Methods & Software*30, pp. 706-726, 2015. (pdf.)H.H. Bauschke, D. Noll, and H.M. Phan: Linear and strong convergence of algorithms involving averaged nonexpansive operators, *Journal of Mathematical Analysis and Applications*421, pp. 1-20, 2015. (pdf.)H.H. Bauschke, J.Y. Bello Cruz, T.T.A. Nghia, H.M. Phan, and X. Wang: The rate of linear convergence of the Douglas-Rachford algorithm for subspaces is the cosine of the Friedrichs angle, *Journal of Approximation Theory*185, pp. 63-79, 2014. (pdf.)H.H. Bauschke and D. Noll: On the local convergence of the Douglas-Rachford algorithm, *Archiv der Mathematik*102, pp. 589-600, 2014. (pdf.)H.H. Bauschke, W.L. Hare, and W.M. Moursi: Generalized solutions for the sum of two maximally monotone operators, *SIAM Journal on Control and Optimization*52, pp. 1034-1047, 2014. (pdf.)H.H. Bauschke, J. Chen and X. Wang: A Bregman projection method for approximating fixed points of quasi-Bregman nonexpansive mappings, *Applicable Analysis*94, pp. 75-84, 2015. (pdf.)H.H. Bauschke and D. Noll: On cluster points of alternating projections, *Serdica Mathematical Journal*39, pp. 355-364, 2013. (pdf.)H.H. Bauschke, H.M. Phan and X. Wang: The method of alternating relaxed projections for two nonconvex sets, *Vietnam Journal of Mathematics*42, pp. 421-450, 2014. (pdf.)H.H. Bauschke, D.R. Luke, H.M. Phan and X. Wang: Restricted normal cones and sparsity optimization with affine constraints, *Foundations of Computational Mathematics*14, pp. 63-83, 2014. (pdf.)H.H. Bauschke, D.R. Luke, H.M. Phan and X. Wang: Restricted normal cones and the method of alternating projections: applications, *Set-Valued and Variational Analysis*21, pp. 475-501, 2013. (pdf.)H.H. Bauschke, D.R. Luke, H.M. Phan and X. Wang: Restricted normal cones and the method of alternating projections: theory, *Set-Valued and Variational Analysis*21, pp. 431-473, 2013. (pdf.)H.H. Bauschke, J. Sarada, and X. Wang: On moving averages, *Journal of Convex Analysis*21, pp. 219-235, 2014. (pdf.)H.H. Bauschke, J. Chen, and X. Wang: A projection method for approximating fixed points of quasi nonexpansive mappings without the usual demiclosedness condition, *Journal of Nonlinear and Convex Analysis*15, pp. 129-135, 2014. (pdf.)H.H. Bauschke, X. Wang, and L. Yao: Rectangularity and paramonotonicity of maximally monotone operators, *Optimization*63, pp. 487-504, 2014. (pdf.)H.H. Bauschke, R.I. Bot, W.L. Hare, and W.M. Moursi: Attouch-Thera duality revisited: paramonotonicity and operator splitting, *Journal of Approximation Theory*164, pp. 1065-1084, 2012. (pdf.)H.H. Bauschke, J.M. Borwein, X. Wang, and L. Yao: The Brezis-Browder theorem in a general Banach space, *Journal of Functional Analysis*22, pp. 4948-4971, 2012. (pdf.)H.H. Bauschke, J.M. Borwein, X. Wang, and L. Yao: Monotone operators and "bigger conjugate" functions, *Journal of Convex Analysis*20, pp. 143-155, 2013. (pdf.)H.H. Bauschke, J.M. Borwein, X. Wang, and L. Yao: Construction of pathological maximally monotone operators on non-reflexive Banach spaces, *Set-Valued and Variational Analysis*20, pp. 387-415, 2012. (pdf.)H.H. Bauschke, V. Martin-Marquez, S.M. Moffat, and X. Wang Compositions and convex combinations of asymptotically regular firmly nonexpansive mappings are also asymptotically regular *Fixed Point Theory and Applications*2012, 2012:53. (html.) (pdf.)H.H. Bauschke, X. Wang, and C.J.S. Wylie: Fixed points of averages of resolvents: geometry and algorithms, *SIAM Journal on Optimization*22(1), pp. 24-40, 2012. (pdf.)H.H. Bauschke and Y. Lucet: What is a Fenchel conjugate?, *Notices of the AMS*59(1), pp. 44-46, January 2012. (pdf.)H.H. Bauschke, S.M. Moffat, and X. Wang: Near equality, near convexity, sums of maximally monotone operators, and averages of firmly nonexpansive mappings, *Mathematical Programming*, in press. (pdf.)H.H. Bauschke, J.M. Borwein, X. Wang, and L. Yao: Every maximally monotone operator of Fitzpatrick-Phelps type is actually of dense type, *Optimization Letters*, in press. (pdf.)H.H. Bauschke, S.M. Moffat, and X. Wang: Firmly nonexpansive mappings and maximally monotone operators: correspondence and duality, *Set-Valued and Variational Analysis*20, pp. 131-153, 2012. (pdf.)X. Wang and H.H. Bauschke: Compositions and averages of two resolvents: relative geometry of fixed point sets and a partial answer to a question by C. Byrne, *Nonlinear Analysis*74, pp. 4550-4572, 2011. (pdf.)H.H. Bauschke, X. Wang, and L. Yao: On Borwein-Wiersma decompositions of monotone linear relations, *SIAM Journal on Optimization*20, pp. 2636-2652, 2010. (pdf.)H.H. Bauschke, X. Wang, and L. Yao: Examples of discontinuous maximal monotone linear operators and the solution to a recent problem posed by B.F. Svaiter, *Journal of Mathematical Analysis and Applications*370, pp. 224-241, 2010. (pdf.)H.H. Bauschke, M.S. Macklem, J.B. Sewell, and X. Wang: Klee sets and Chebyshev centers for the right Bregman distance, *Journal of Approximation Theory*162, pp. 1225-1244, 2010. (pdf.)H.H. Bauschke and P.L. Combettes: The Baillon-Haddad theorem revisited, *Journal of Convex Analysis*17, pp. 781-787, 2010. (pdf.)H.H. Bauschke, S.M. Moffat, and X. Wang: The resolvent average for positive semidefinite matrices, *Linear Algebra and Its Applications*432, pp. 1757-1771, 2010. (pdf.)H.H. Bauschke: A note on the paper by Eckstein and Svaiter on "General projective splitting methods for sums of maximal monotone operators", *SIAM Journal on Control and Optimization*48, pp. 2513-2515, 2009. (pdf.)H.H. Bauschke, X. Wang, and L. Yao: An answer to S. Simons' question on the maximal monotonicity of the sum of a maximal monotone linear operator and a normal cone operator, *Set-Valued and Variational Analysis*17, pp. 195-201, 2009. (pdf.)H.H. Bauschke, X. Wang, and L. Yao: Autoconjugate representers for linear monotone operators, *Mathematical Programming (Series B)*123, pp. 5-24, 2010. (pdf.)H.H. Bauschke, X. Wang, and L. Yao: Montone linear relations: maximality and Fitzpatrick functions, *Journal of Convex Analysis*16, pp 673-686, 2009. (pdf.)H.H. Bauschke, X. Wang, J. Ye and X. Yuan: Bregman distances and Klee sets, *Journal of Approximation Theory*158, pp. 170-183, 2009. (pdf.)H.H. Bauschke, X. Wang, J. Ye and X. Yuan: Bregman distances and Chebyshev sets, *Journal of Approximation Theory*159, pp. 3-25, 2009. (pdf.)H.H. Bauschke, F. Deutsch and H. Hundal: Characterizing arbitrarily slow convergence in the method of alternating projections, *International Transactions in Operational Research*16, pp. 413-425, 2009. (pdf.)H.H. Bauschke and P.L. Combettes: A Dykstra-like algorithm for two monotone operators, *Pacific Journal of Optimization*4, pp. 383-391, 2008. (pdf.)H.H. Bauschke, R. Goebel, Y. Lucet, and X. Wang: The proximal average: basic theory, *SIAM Journal on Optimization*19, pp. 766-785, 2008. (pdf.)H.H. Bauschke and X. Wang: The kernel average for two convex functions and its applications to the extension and representation of monotone operators, *Transactions of the American Mathematical Society*361, pp. 5947-5965, 2009 (pdf.)H.H. Bauschke and X. Wang: An explicit example of a maximal 3-cyclically monotone operator with bizarre properties, *Nonlinear Analysis*69, pp. 2875-2891, 2008. (pdf.)Y. Lucet, H.H. Bauschke, and M. Trienis: The piecewise linear-quadratic model for computational convex analysis, *Computational Optimization and Applications*43, pp. 95-118, 2009. (pdf.)H.H. Bauschke, Y. Lucet, and M. Trienis: How to transform one convex function continuously into another, *SIAM Review*50, pp. 115-132, 2008. (pdf.)H.H. Bauschke, Y. Lucet, and X. Wang: Primal-dual symmetric antiderivatives for cyclically monotone operators, *SIAM Journal on Control and Optimization*46, pp. 2031-2051, 2007. (pdf.)H.H. Bauschke, J.M. Borwein, and X. Wang: Fitzpatrick functions and continuous linear monotone operators, *SIAM Journal on Optimization*18, pp. 789-809, 2007. (pdf.)H.H. Bauschke and X. Wang: A convex-analytical approach to extension results for *n*-cyclically monotone operators,*Set-Valued Analysis*15, pp. 297-306, 2007. (pdf.)H.H. Bauschke: Fenchel duality, Fitzpatrick functions and the extension of firmly nonexpansive mappings, *Proceedings of the American Mathematical Society*135, pp. 135-139, 2007. (pdf.)H.H. Bauschke, P.L. Combettes, and D. Noll: Joint minimization with alternating Bregman proximity operators, *Pacific Journal of Optimization*2, pp. 401-424, 2006. (pdf.)S. Bartz, H.H. Bauschke, J.M. Borwein, S. Reich, and X. Wang: Fitzpatrick functions, cyclic monotonicity and Rockafellar's antiderivative, *Nonlinear Analysis*66, pp. 1198-1223, 2007. (pdf.)H.H. Bauschke, P.L. Combettes, and D.R. Luke: A strongly convergent reflection method for finding the projection onto the intersection of two closed convex sets in a Hilbert space, *Journal of Approximation Theory*141, pp. 63-69, 2006. (pdf.)H.H. Bauschke, P.L. Combettes, and S.G. Kruk: Extrapolation algorithm for affine-convex feasibility problems, *Numerical Algorithms*41(3), pp. 239-274, 2006. (pdf.)H.H. Bauschke, D.A. McLaren, and H.S. Sendov: Fitzpatrick functions: inequalities, examples, and remarks on a problem by S. Fitzpatrick, *Journal of Convex Analysis*13(3+4), pp. 499-523, 2006. (pdf.)H.H. Bauschke and M.R. Edwards: A conjecture by De Pierro is true for translates of regular subspaces, *Journal of Nonlinear and Convex Analysis*6, pp. 93-116, 2005. (pdf.)L. Lovasic, H. Bauschke, and C. Janus: Working memory impairment in a transgenic amyloid precursor protein TgCRND8 mouse model of Alzheimer's disease, *Genes, Brain and Behavior*4, pp. 197-208, 2005.H.H. Bauschke and M. von Mohrenschildt: Symbolic computation of Fenchel conjugates, *ACM SIGSAM Bulletin*40(1), pp. 18-28, 2006. (pdf.)H.H. Bauschke, P.L. Combettes, and S. Reich: The asymptotic behavior of the composition of two resolvents, *Nonlinear Analysis: Theory, Methods, and Applications*60, pp. 283-301, 2005. (pdf.)H.H. Bauschke, J.V. Burke, F.R. Deutsch, H.S. Hundal, and J.D. Vanderwerff: A new proximal point iteration that converges weakly but not in norm, *Proceedings of the American Mathematical Society*133(6), pp. 1829-1835, 2005. (pdf.)H.H. Bauschke, P.L. Combettes, and D.R. Luke: Finding best approximation pairs relative to two closed convex sets in Hilbert spaces, *Journal of Approximation Theory*127, pp. 178-192, 2004. (pdf.)H.H. Bauschke, E. Matoušková, and S. Reich: Projection and proximal point methods: convergence results and counterexamples, *Nonlinear Analysis: Theory, Methods, and Applications*56(5), pp. 715-738, 2004. (pdf.)H.H. Bauschke and S.G. Kruk: The method of reflection-projection for convex feasibility problems with an obtuse cone, *Journal of Optimization Theory and Applications*120(3), pp. 503-531, 2004. (pdf.)H.H. Bauschke, J.M. Borwein, and P.L. Combettes: Bregman monotone optimization algorithms, *SIAM Journal on Control and Optimization*42(2), pp. 596-636, 2003. (pdf.)H.H. Bauschke and P.L. Combettes: Construction of best Bregman approximations in reflexive Banach spaces, *Proceedings of the American Mathematical Society*131(12), pp. 3757-3766, 2003. (pdf.)H.H. Bauschke, F. Deutsch, H. Hundal, and S.-H. Park: Accelerating the convergence of the method of alternating projections, *Transactions of the American Mathematical Society*355(9), pp. 3433-3461, 2003. (pdf.)H.H. Bauschke, C.H. Hamilton, M.S. Macklem, J.S. McMichael, and N.R. Swart: Recompression of JPEG images by Requantization, *IEEE Transactions on Image Processing*12(7), pp. 843-849, 2003. (pdf.)H.H. Bauschke, P.L. Combettes, and D.R. Luke: A Hybrid Projection Reflection Method for Phase Retrieval, *Journal of the Optical Society of America A*20(6), pp. 1025-1034, 2003. (pdf.)H.H. Bauschke and P.L. Combettes: Iterating Bregman retractions, *SIAM Journal on Optimization*13(4), pp. 1159-1173, 2003. (pdf.)H.H. Bauschke: Duality for Bregman projections onto translated cones and affine subspaces, *Journal of Approximation Theory*121, pp. 1-12, 2003. (pdf.)H.H. Bauschke: The composition of finitely many projections onto closed convex sets in Hilbert space is asymptotically regular, *Proceedings of the American Mathematical Society*131(1), pp. 141-146, 2003. (pdf.)H.H. Bauschke and D. Noll: The method of forward projections, *Journal of Nonlinear and Convex Analysis*3(2), pp. 191-205, 2002. (scanned pdf; based on CECM Preprint 01:173.)H.H. Bauschke, P.L. Combettes, and D.R. Luke: Phase retrieval, error reduction algorithm, and Fienup variants: a view from convex optimization, *Journal of the Optical Society of America*19(7), pp. 1334-1345, 2002. (pdf.)H.H. Bauschke, J.M. Borwein, and P.L. Combettes: Essential smoothness, essential strict convexity, and Legendre functions in Banach spaces, *Communications in Contemporary Mathematics*3(4), pp. 615-647, 2001. (pdf.)H.H. Bauschke, O. Guler, A.S. Lewis, and H.S. Sendov: Hyperbolic polynomials and convex analysis, *Canadian Journal of Mathematics*53(3), pp. 470-488, 2001. (ps or pdf.)H.H. Bauschke and P.L. Combettes: A weak-to-strong convergence principle for Fejer-monotone methods in Hilbert spaces, *Mathematics of Operations Research*26(2), pp. 248-264, 2001. (scanned pdf; earlier ps.)H.H. Bauschke, J.M. Borwein, and P. Tseng: Bounded linear regularity, strong CHIP, and CHIP are distinct properties, *Journal of Convex Analysis*7(2), pp. 395-412, 2000. (scanned pdf; possibly soon at journal home page.)H.H. Bauschke and A.S. Lewis: Dykstra's algorithm with Bregman projections: a convergence proof, *Optimization*48, pp. 409-427, 2000. (scanned pdf.)H.H. Bauschke, D. Noll, A. Celler, and J.M. Borwein: An EM-algorithm for dynamic SPECT, *IEEE Transactions on Medical Imaging*18(3), pp. 252-261, 1999. (pdf.)H.H. Bauschke and J.M. Borwein Maximal monotonicity of dense type, local maximal monotonicity, and monotonicity of the conjugate are all the same for continuous linear operators, *Pacific Journal of Mathematics*189(1), pp. 1-20, 1999. (ps or pdf.)H.H. Bauschke and S. Simons: Stronger maximal monotonicity properties of linear operators, *Bulletin of the Australian Mathematical Society*60(1), 163--174, 1999. (scanned pdf.)H.H. Bauschke, J.M. Borwein and W. Li: Strong conical hull intersection property, bounded linear regularity, Jameson's property (G), and error bounds in convex optimization, *Mathematical Programming (Series A)*86(1), pp. 135-160, 1999. (pdf.)H.H. Bauschke: Proof of a conjecture by Deutsch, Li, and Swetits on duality of optimization problems, *Journal of Optimization Theory and Applications*102(3), pp. 697-703, 1999. (pdf.)H.H. Bauschke and M. von Mohrenschildt: Fenchel conjugates and subdifferentials in Maple, accepted for publication in *MapleTech*, 1999. (Journal faltered before publication; latest manuscript in ps or pdf.)H.H. Bauschke and J.M. Borwein: Legendre functions and the method of random Bregman projections, *Journal of Convex Analysis*4(1), pp. 27-67, 1997. (dvi; ps; pdf.)H.H. Bauschke and R.M. Corless: Analyzing a projection method with Maple, *MapleTech*4(1), pp. 2-7, 1997. scanned pdf.)H.H. Bauschke and J.M. Borwein: On projection algorithms for solving convex feasibility problems, *SIAM Review*38(3), pp. 367-426, 1996. ps.gz or pdf.)H.H. Bauschke: The approximation of fixed points of compositions of nonexpansive mappings in Hilbert space, *Journal of Mathematical Analysis and its Applications*202(1), pp. 150-159, 1996. (pdf.)H.H. Bauschke: A norm convergence result on random products of relaxed projections in Hilbert space, *Transactions of the American Mathematical Society*347(4), pp. 1365-1373, 1995. (pdf.)H.H. Bauschke and J.M. Borwein: Dykstra's alternating projection algorithm for two sets, *Journal of Approximation Theory*79(3), pp. 418-443, 1994. (pdf.)H.H. Bauschke and J.M. Borwein: On the convergence of von Neumann's alternating projection algorithm for two sets, *Set-Valued Analysis*1(2), pp. 185-212, 1993. (scanned pdf.)
H.H. Bauschke, F. Iorio, and V.R. Koch: The method of cyclic intrepid projections: convergence analysis and numerical experiments, *Proceedings of Mathematics for Industry (Fukuoka 2013)*, in press. (pdf.)H.H. Bauschke and V.R. Koch: Projection methods: Swiss Army knives for solving feasibility and best approximation problems with halfspaces, *Infinite Products and Their Applications (Haifa 2012)*, in press. (pdf.)H.H. Bauschke: New demiclosedness principles for (firmly) nonexpansive operators, *Computational and Analytical Mathematics (Burnaby 2011)*, Springer, pp. 19-28, 2013 (pdf.)H.H. Bauschke, S.M. Moffat, and X. Wang: Self-dual smooth approximations of convex functions via the proximal average, *Fixed-Point Algorithms for Inverse Problems in Science and Engineering (Banff 2009)*, Springer, pp. 23-32, 2011. (pdf.)H.H. Bauschke, M.S. Macklem, and X. Wang: Chebyshev sets, Klee sets, and Chebyshev centers with respect to Bregman distances: recent results and open problems, *Fixed-Point Algorithms for Inverse Problems in Science and Engineering (Banff 2009)*, Springer, pp. 1-22, 2011. (pdf.)H.H. Bauschke, X. Wang, and L. Yao: On the maximal monotonicity of the sum of a maximal monotone linear relation and the subdifferential operator of a sublinear function, *Proceedings of the Haifa Workshop on Optimization Theory and Related Topics (Haifa 2010)*, Contemporary Mathematics 568, AMS, Providence, RI, pp. 19-26, 2012. (pdf.)H.H. Bauschke, X. Wang, and L. Yao: General resolvents for monotone operators: characterization and extension, *Biomedical Mathematics: Promising Directions in Imaging, Therapy Planning and Inverse Problems (Huangguoshu 2008)*, Chapter 4, Medical Physics Publishing, 2010. (pdf.)H.H. Bauschke and X. Wang: Firmly nonexpansive and Kirszbraun-Valentine extensions: a constructive approach via monotone operator theory, *Nonlinear Analysis and Optimization I (Haifa 2008)*, Contemporary Mathematics 513, AMS, Providence, RI, pp. 55-64, 2010. (pdf.)H.H. Bauschke, P.L. Combettes, and J.-C. Pesquet: A decomposition method for nonsmooth convex variational signal recovery, *Proceedings of the 31st IEEE International Conference on Acoustics, Speech and Signal Processing (ICASSP '06)*, Toulouse, France, May 14-19, 2006. (pdf.)H.H. Bauschke, P.L. Combettes, and D.R. Luke: A new generation of iterative transform algorithms for phase contrast tomography, *Proceedings of the 30th IEEE International Conference on Acoustics, Speech and Signal Processing (ICASSP '05)*, Philadelphia, Pennsylvania, 19-23 March, 2005. (pdf.)H.H. Bauschke, P.L. Combettes, and D.R. Luke: On the structure of some phase retrieval problems, *Proceedings of IEEE International Conference on Image Processing (ICIP '02)*, vol.II, pp. 841-844, Rochester, New York, 22-25 September, 2002. (pdf or ps.)H.H. Bauschke, C.H. Hamilton, M.S. Macklem, J.S. McMichael, and N.R. Swart: A requantization-based method for recompressing JPEG images, *Proceedings of the 27th IEEE International Conference on Acoustics, Speech and Signal Processing (ICASSP '02)*, vol. III, pp. 2489-2492, Orlando, Florida, 13-17 May, 2002. (pdf.)H.H. Bauschke: Projection algorithms: results and open problems, *Inherently Parallel Algorithms in Feasibility and Optimization and their Applications (Haifa 2000)*, D. Butnariu, Y. Censor, S. Reich (editors), Elsevier, pp. 11-22, 2001. (ps.)H.H. Bauschke and J.M. Borwein: Joint and separate convexity of the Bregman distance, *Inherently Parallel Algorithms in Feasibility and Optimization and their Applications (Haifa 2000)*, D. Butnariu, Y. Censor, S. Reich (editors), Elsevier, pp. 23-36, 2001. (ps.)H.H. Bauschke, F. Deutsch, H. Hundal, and S.-H. Park: Fejer monotonicity and weak convergence of an accelerated method of projections, *Constructive, experimental, and nonlinear analysis (Limoges 1999)*, Canadian Mathematical Society Conference Proceedings 27, pp. 1-6, 2000. (ps.)H.H. Bauschke and J.M. Borwein: Conical open mapping theorems and regularity, *Proceedings of the Centre for Mathematics and its Applications 36 (Australian National University 1998)*, pp. 1-10, 1999. (ps or pdf.)H.H. Bauschke, J.M. Borwein, and A.S. Lewis: The method of cyclic projections for closed convex sets in Hilbert space, *Recent developments in optimization theory and nonlinear analysis (Jerusalem 1995)*, Contemporary Mathematics 204, pp. 1-38, 1997. (ps.)
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