Embedded Files
Articles
M. Kaci and S. Radjef. A new geometric approach for sensitivity analysis in linear programming. Mathematica Applicanda. 49 :2 (2022), 145-157.
M. Kaci and S. Radjef. The set of all the possible compromises of a multi-level multi-objective linear programming problem. Croatian Operational Research Review, 13:1 (2022), 13-30.
M. Kaci and S. Radjef. A new geometric approach to multiobjective linear programming problems. Mathematica Applicanda. 51:1 (2023), 3-12.
M. Kaci and S. Radjef. An adaptive method to solve multilevel multiobjective linear programming problems. Operations Research and Decisions. 33:3 (2023), 29-44.
M. Kaci. Optimizing multilevel decentralized problems with a novel application of Gabasov's adaptive method: highlighting applications in COVID-19 vaccine distribution. 2025. RAIRO-Operations Research. 59:2 (2025), 803-833.
M. Kaci. Sensitivity analysis of multiobjective linear programming from a geometric perspective. Mathematica Applicanda. 53:1 (2025), 1-22. (New).
Preprints
THESIS
Ph.D. thesis : The adaptive method and multi-level multi-criteria optimization, 14/06/2023.
Master thesis : Anosov flow on compact Riemannian manifolds with negative sectional curvature, 2019.
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