Infinite Products of Operators and Their Applications

Simeon Reich and Alexander J. Zaslavski, Technion Israel Institute of Technology, Haifa, Israel.

Projection methods: Swiss army knives for solving feasibility and best approximation problems with halfspaces by H. H. Bauschke and V. R. Koch
Projectors on intersections of subspaces by A. Ben-Israel
Recent progress on monotone operator theory by J. M. Borwein and L. Yao
Feasibility-seeking and superiorization algorithms applied to inverse treatment planning in radiation therapy by R. Davidi, Y. Censor, R. W. Schulte, S. Geneser, and L. Xing
Arbitrarily slow convergence of sequences of linear operators by F. Deutsch and H. Hundal
Reformulating the Pascoletti-Serafini problem as a bi-level optimization problem by A. Gibali, K.-H. Kufer, and P. Suss
Remetrization theorems for finite families of mappings and hyperbolic iterated function systems by J. Jachymski
Poisson's equation for mean ergodic operators by M. Lin and L. Suciu
Vector-valued metrics in fixed point theory by A. Petrusel, C. Urs, and O. Mlesnite
Projected gradient method for non-negative least square by R. A. Polyak
Nonlinear equilibrium for resource allocation problems by R. A. Polyak
Infinite products of discontinuous operators by E. Pustylnik and S. Reich
Contractivity, porosity and infinite products by S. Reich and A. J. Zaslavski
Performance of hull-detection algorithms for proton computed tomography reconstruction by B. Schultze, M. Witt, Y. Censor, R. Schulte, and K. E. Schubert
Attractive point and mean convergence theorems for new generalized nonspreading mappings in Banach spaces by W. Takahashi, N.-C. Wong, and J.-C. Yao
Proximal point algorithms for finding zeros of maximal monotone operators in the presence of computational errors by A. J. Zaslavski