Dr. Jesús-Adolfo Mejía-de-Dios
- https://jmejia.bi-level.org/
- adolfomejia@uadec.edu.mx
Full-Time Researcher at Applied Mathematics Research Center, Autonomous University of Coahuila. Dr. Jesús-Adolfo received a BSc degree in mathematics from the University of Veracruz and obtained both master’s and Ph.D. degrees with an honorific mention in Artificial Intelligence from Artificial Intelligence Research Institute at the University of Veracruz. His research interests include Numerical Analysis, Bilevel Optimization, and Intelligent Computing.
Latest Posts

Research groups working on bi-level optimization
This is an incomplete list of research groups dedicating their research on bi-level optimization.
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On Misleading Solutions in Evolutionary Bilevel Optimization
Misleading solutions or pseudo-feasible solutions in Bilevel Optimization are infeasible solutions that has the same objective function values (considering both level) that the optimum one.
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Bi-level Optimization Bibliography
Thousands of bibliographic references on bi-level optimization. Bi-level optimization consists of solving an optimization problem with another optimization problem as a constraint.
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Bilevel Optimization Without Tears
This tutorial offers a gentle introduction to bilevel optimization (BO) by using practical examples but highlighting the main differences between BO and other traditional optimization tasks such as global optimization, constrained optimization and multi-, many-objective optimization.
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SABO
Surrogate assisted Metaheuristic for Bilevel Optimization Source code will be available soon…
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BCAP for the Automated Parameter Tuning
This work presents a proposal for automated parameter tuning modeled with a hierarchical optimization structure. A framework is proposed in order to handle the randomness and noise from results for […]
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A Physics-Inspired Algorithm for Bilevel Optimization
Abstract . This paper presents the application of a physics-inspired algorithm based on the center of mass concept, called Bilevel Centers Algorithm (BCA), to deal with bilevel optimization problems. The […]
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QBCA
Quasi-Newton Bilevel Centers Algorithm was designed for optimization problems. Julia 1.1.0
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Introduction to Bilevel Optimization
Here, an introduction to bilevel optimization is given. Some examples are also presented.
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Welcome to bi-level.org
Additional information about my work on bilevel optimization will be detailed here.
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