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A new theorem of alternatives leading to sufficient conditions for the superiorization guarantee question of Dynamic String-Averaging in the inconsistent case, Barshad, K. & Censor, Y., Sep 2026, In: Journal of Fixed Point Theory and Applications. 28, 3, 72.
AN ITERATIVE PROCESS FOR THE FEASIBILITY-SEEKING PROBLEM WITH SETS THAT ARE UNIONS OF CONVEX SETS, Censor, Y. & Zaslavski, A. J., 2026, In: Communications in Optimization Theory. 2026, 25.
Strong convergence, perturbation resilience and superiorization of Generalized Modular String-Averaging with infinitely many input operators, Barshad, K. & Censor, Y., 2026, (Accepted/In press) In: Numerical Algorithms.
IMMUNITY TO INCREASING CONDITION NUMBERS OF LINEAR SUPERIORIZATION VERSUS LINEAR PROGRAMMING, Schröder, J., Censor, Y., Süss, P. & Küfer, K. H., 2026, In: Journal of Applied and Numerical Optimization. 8, 3, p. 319-336 18 p.
A necessary condition for the guarantee of the superiorization method, Barshad, K., Censor, Y., Moursi, W., Weames, T. & Wolkowicz, H., Nov 2025, In: Optimization Letters. 19, 8, p. 1699-1714 16 p.
Publisher Correction: A necessary condition for the guarantee of the superiorization method (Optimization Letters, (2025), 19, 8, (1699-1714), 10.1007/s11590-025-02192-7), Barshad, K., Censor, Y., Moursi, W., Weames, T. & Wolkowicz, H., Nov 2025, In: Optimization Letters. 19, 8, p. 1715-1716 2 p.
General Perturbation Resilient Dynamic String-Averaging for Inconsistent Problems with Superiorization, Barshad, K. & Censor, Y., Oct 2025, In: Journal of Optimization Theory and Applications. 207, 1, 9.
GPU-accelerated FREDopt package for simultaneous dose and LETd proton radiotherapy plan optimization via superiorization methods, Borys, D., Gajewski, J., Becher, T., Censor, Y., Kopeć, R., Rydygier, M., Schiavi, A., Skóra, T., Spaleniak, A., Wahl, N., Wochnik, A. & Ruciński, A., 3 Aug 2025, In: Physics in Medicine and Biology. 70, 15, 155011.
Floorplanning With I/O Assignment via Feasibility-Seeking and Superiorization Methods, Yu, S., Censor, Y. & Luo, G., 2025, In: IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems. 44, 1, p. 317-330 14 p.
New results related to cutters and to an extrapolated block-iterative method for finding a common fixed point of a collection of them, Censor, Y., Reem, D. & Zaknoon, M., 2025, In: Carpathian Journal of Mathematics. 41, 4, p. 863-884 22 p.
APPROACHES TO ITERATIVE ALGORITHMS FOR SOLVING NONLINEAR EQUATIONS WITH AN APPLICATION IN TOMOGRAPHIC ABSORPTION SPECTROSCOPY, Aragón-Artacho, F. J., Cai, W., Censor, Y., Gibali, A., Shui, C. & Torregrosa-Belén, D., 2025, In: Communications in Optimization Theory. 2025, 28.
Corrigendum to: “The superiorization method with restarted perturbations for split minimization problems with an application to radiotherapy treatment planning” [Appl. Math. Comput. 440 (2023) 127627] (Applied Mathematics and Computation (2023) 440, (S0096300322007007), (10.1016/j.amc.2022.127627)), Aragón-Artacho, F. J., Censor, Y., Gibali, A. & Torregrosa-Belén, D., 1 Sep 2024, In: Applied Mathematics and Computation. 476, 128788.
The alternating simultaneous Halpern–Lions–Wittmann–Bauschke algorithm for finding the best approximation pair for two disjoint intersections of convex sets, Censor, Y., Mansour, R. & Reem, D., Aug 2024, In: Journal of Approximation Theory. 301, 106045.
Ionization detail parameters and cluster dose: a mathematical model for selection of nanodosimetric quantities for use in treatment planning in charged particle radiotherapy, Faddegon, B., Blakely, E. A., Burigo, L., Censor, Y., Dokic, I., Domínguez Kondo, N., Ortiz, R., Ramos Méndez, J., Rucinski, A., Schubert, K., Wahl, N. & Schulte, R., 7 Sep 2023, In: Physics in Medicine and Biology. 68, 17, 175013.
The superiorization method with restarted perturbations for split minimization problems with an application to radiotherapy treatment planning, Aragón-Artacho, F. J., Censor, Y., Gibali, A. & Torregrosa-Belén, D., 1 Mar 2023, In: Applied Mathematics and Computation. 440, 127627.
Per-RMAP: Feasibility-Seeking and Superiorization Methods for Floorplanning with I/O Assignment, Yu, S., Censor, Y., Jiang, M. & Luo, G., 2023, 2023 International Symposium of Electronics Design Automation, ISEDA 2023. Institute of Electrical and Electronics Engineers Inc., p. 286-291 6 p. (2023 International Symposium of Electronics Design Automation, ISEDA 2023).
Dynamic string-averaging CQ-methods for the split feasibility problem with percentage violation constraints arising in radiation therapy treatment planning, Brooke, M., Censor, Y. & Gibali, A., Jan 2023, In: International Transactions in Operational Research. 30, 1, p. 181-205 25 p.
Superiorization of projection algorithms for linearly constrained inverse radiotherapy treatment planning, Barkmann, F., Censor, Y. & Wahl, N., 2023, In: Frontiers in Oncology. 13, 1238824.
SUPERIORIZATION: THE ASYMMETRIC ROLES OF FEASIBILITY-SEEKING AND OBJECTIVE FUNCTION REDUCTION, Censor, Y., 2023, In: Applied Set-Valued Analysis and Optimization. 5, 3, p. 325-346 22 p.
A Flexible Projection-Based Non-Convex Inverse Planning Algorithm for Intensity-Modulated Proton Therapy, Brooke, M., Censor, Y., Gibali, A., Penfold, S., Schulte, R. W. & Van Den Heuvel, F., Jul 2020.
Systems and methods for intensity modulated radiation therapy, Schulte, R. W. (Inventor) & Censor, Y. (Inventor), 8 Feb 2018, United States Patent and Trademark Office, Patent No. US 9,884,206 B2
PTC17-0355: A New Algorithm for Motion Adapted Cone Beam CT Reconstruction Using an Advanced Motion Model, Censor, Y., Rowland, F. S., Dou, T., Low, D. A. & Schulte, R. W., 28 Dec 2017, In: International Journal of Particle Therapy. 4, 2, p. 173 1 p.
Implementation of blob basis functions in proton CT reconstruction, Heaton, H., Ordoñez, C. E., Censor, Y. & Schulte, R. W., Jan 2016.
Intensity-Modulated Proton Therapy, Schulte, R. W. (Inventor) & Censor, Y. (Inventor), 29 Dec 2015, United States Patent and Trademark Office, Patent No. US 9,220,920 B2
Systems and Methodologies for Proton Computed Tomography, Censor, Y. (Inventor), Penfold, S. N. (Inventor) & Schulte, R. W. (Inventor), 8 Dec 2015, United States Patent and Trademark Office, Patent No. US 9,207,193 B2
SU-E-T-33: A Feasibility-Seeking Algorithm Applied to Planning of Intensity Modulated Proton Therapy: A Proof of Principle Study, Penfold, S. N., Casiraghi, M., Dou, T., Schulte, R. W. & Censor, Y., 29 Jun 2015, In: Medical Physics. 42, 6, Part 12, p. 3338 1 p.
SU-E-J-148: Tools for Development of 4D Proton CT, Dou, T., Ramos-Mendez, J., Piersimoni, P., Giacometti, V., Penfold, S. N., Censor, Y., Faddegon, B., Low, D. & Schulte, R. W., 29 Jun 2015, In: Medical Physics. 42, 6, Part 9, p. 3298-3299 2 p.
Superiorization and Perturbation Resilience of Algorithms: A Continuously Updated Bibliography, Censor, Y., 13 Mar 2015, arXiv. 150 p.
Successfully managing technology transfer in hadron therapy, Barnett, G., Schulte, R. W., Censor, Y., Karonis, N., Coutrakon, G. & Rosenfeld, A. B., Nov 2013, Proceedings of the 2013 IEEE Nuclear Science Symposium and Medical Imaging Conference (NSS/MIC 2013): Seoul, Korea, October 26-November 2, 2013. Choi, Y. (ed.). Seoul: IEEE
Total variation superiorization of projection methods for IMRT treatment planning, Davidi, R., Censor, Y., Geneser, S., Schulte, R. W. & Xing, L., Jun 2013.
Proton Computed Tomography Imaging for Proton Radiation Therapy, Schulte, R. W., Bashkirov, V., Hurley, F., Johnson, R. J., Sadrozinski, H., Rykalin, V., Coutrakon, G., Penfold, S. & Censor, Y., Dec 2011, The 97th Scientific Assembly & Annual Meeting of the Radiological Society of North America (RSNA). Chicago, IL
Seminorm-induced oblique projections for sparse nonlinear convex feasibility problems, Segal, A. & Censor, Y., 2010, Biomedical Mathematics: Promising Directions in Imaging, Therapy Planning, and Inverse Problems. Censor, Y., Jiang, M. & Wang, G. (eds.). Madison: Medical Physics Publishing, p. 405-421 17 p.
Block-Iterative and String-averaging projection algorithms in proton computed tomography image reconstruction, Penfold, S., Schulte, R. W., Censor, Y., Bashkirov, V., McAllister, S., Schubert, K. E. & Rosenfeld, A. B., 2010, Biomedical Mathematics: Promising Directions in Imaging, Therapy Planning, and Inverse Problems. Censor, Y., Jiang, M. & Wang, G. (eds.). Madison: Medical Physics Publishing, p. 347-367 21 p.
An update on image reconstruction in proton computed tomography, Penfold, S., Schulte, R. W., Censor, Y., Bashkirov, V. & Rosenfeld, A. B., Dec 2008, In: Australasian Physical and Engineering Sciences in Medicine. 31, 4, p. 450-451 2 p.
Projections Onto Super-Half-Spaces for Monotone Variational Inequality Problems in Finite-Dimensional Space, Censor, Y. & Gibali, A., 1 Dec 2008, In: Journal of Nonlinear and Convex Analysis. 9, 3, p. 461-475 15 p.
A model for handling infeasibility arising from IMRT inverse planning, Xiao, Y., Hadar, E., Censor, Y., Ben‐Israel, A. & Galvin, J. M., Aug 2006.
Evaluation of simultaneous non-linear/linear feasibility algorithms for beamlet-based inverse optimization, Xiao, Y., Michalski, D., Censor, Y. & Galvin, J. M., 9 Jun 2004, In: Medical Physics. 31, 6, p. 1776-1777 2 p.
Smoothness evaluation of intensity pattern resultiing from simultaneous subgradient projection method for dose-volume objective satisfaction, Xiao, Y., Michalski, D., Censor, Y. & Galvin, J. M., 10 Jun 2003, In: Medical Physics. 30, 6, p. 1488 1 p., PO-T-125.
The dose-volume constraint satisfaction problem for inverse treatment planning with simultaneous subgradient projection method, Michalski, D., Xiao, Y., Censor, Y. & Galvin, J. M., 10 Jun 2003, In: Medical Physics. 30, 6, p. 1334 1 p., SU-DD-PDS-38.
Intrinsic Smooth Intensity Pattern for Beamlet-Based IMRT Inverse Planning from a Simultaneous Projection Algorithm, Xiao, Y., Censor, Y., Michalski, D. & Galvin, J. M., 17 Jun 2002, In: Medical Physics. 29, 6, p. 1254-1255 2 p.
Comparison of two optimization algorithms for the position, length, time duration and source strength of linear optical fibers for interstitial photodynamic therapy, Xiao, Y., Censor, Y. & C. Zhu, T., 17 Jun 2002, In: Medical Physics. 29, 6, p. 1233 1 p.
Treating oropharyngeal cancer with an inverse planning method that starts from the definition of field segments, Galvin, J. M., Xiao, Y., Michalski, D., Censor, Y., Houser, C., Bednarz, G., Anne, P. R., Saiful Huq, M. & Curran, W. J., 1 Nov 2001, In: International Journal of Radiation Oncology Biology Physics. 51, 3, p. 76-77 2 p.
Improvement of the conventional treatment plan via automation of the process, Michalski, D., Xiao, Y., Censor, Y., Galvin, J. M. & Bednarz, G., Jul 2001, In: Medical Physics. 28, p. 1196-1197 2 p.
An IMRT Optimization Approach That Minimizes the Total MLC Segments, Xiao, Y., Censor, Y., Michalski, D. & Galvin, J. M., Jul 2001, In: Medical Physics. 28, p. 1262 1 p.
Segmental inverse planning (SIP) that starts with a definition of allowable fields, Galvin, J. M., Xiao, Y., Michalski, D., Censor, Y., Houser, C., Bednarz, G. & Saiful Huq, M., Jul 2001, In: Medical Physics. 28, p. 1253 1 p.
Transfer Function Restoration in 3D Electron Microscopy via Iterative Data Refinement, Sorzano, C. O. S., Fernández, J. J., Marabini, R., Herman, G. T., Censor, Y. & Carazo, J. M., 5 Apr 2001, Proceedings of The Sixth International Meeting on Fully Three-Dimensional Image Reconstruction in Radiology and Nuclear Medicine. Pacific Grove, CA, p. 133-136 4 p.
On massively parallel row-action algorithms for some nonlinear transportation problems, Zenios, S. A. & Censor, Y., 1 Apr 1992, In: Linear Algebra and Its Applications. 167, C, p. 267-272 6 p.
Linear algebra in image reconstruction from projections, Censor, Y., 4 Jul 1988, In: SIAM News. 21, p. 14-15 2 p.
On linearly constrained entropy maximization, Censor, Y., Aug 1986, In: Linear Algebra and Its Applications. 80, C, p. 191-195 5 p.
Selecting beams and beam weights for 3D treatment planning, Altschuler, M. D., Censor, Y., Powlis, W. D., Smith, A. R. & Wallace, R. E., Jul 1986, In: Medical Physics. 13, 4, p. 590 1 p.

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