Jesús-Adolfo Mejía-de-Dios

Jesús-Adolfo Mejía-de-Dios
Autonomous University of Coahuila | UAdeC · Applied Mathematics Research Center

PhD
Optimizing

About

13
Publications
2,363
Reads
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63
Citations
Introduction
Research Interest in: Bilevel optimization, Global Optimization, Evolutionary Computation, Automated Parameter Tuning and Machine Learning. https://bi-level.org
Education
August 2016 - August 2018
Universidad Veracruzana
Field of study
  • Artificial Intelligence
August 2011 - August 2016
Universidad Veracruzana
Field of study
  • Mathematics

Publications

Publications (13)
Chapter
An increasing number of companies are seeking to integrate design as a strategic capability to address contemporary business and societal challenges. However, effectively integrating design into an organization poses challenges due to the limited understanding of how to manage this process and assess its impact. This study explores a model based on...
Article
Full-text available
Optimization makes processes, systems, or products more efficient, reliable, and with better outcomes. A popular topic on optimization today is multiobjective bilevel optimization (MOBO). In MOBO, an upper level problem is constrained by the solution of a lower level one. The problem at each level can include multiple conflicting objective function...
Chapter
Convolutional neural networks (CNN) have been extensively studied and achieved significant progress on a variety of computer vision tasks in recent years. However, the design of their architectures remains challenging due to the computational cost and the number of parameters used. Neuroevolution has offered various evolutionary algorithms to provi...
Article
This work presents a study about a special class of infeasible solutions called here as pseudo-feasible solutions in bilevel optimization. This work is focused on determining how such solutions can affect the performance of an evolutionary algorithm. After its formal definition, and based on theoretical results, two conditions to detect and deal wi...
Article
Full-text available
This work presents a proposal for the automated parameter tuning problem (APTP) modeled as a bilevel optimization problem. Different definitions and theoretical results are given in order to formalize the APTP in the context of this hierarchical optimization problem. The obtained bilevel optimization problem is solved via a population-based algorit...
Chapter
Full-text available
Physical phenomena have been the inspiration for proposing different optimization methods such as electro-search algorithm, central force optimization, and charged system search among others. This work presents a new optimization algorithm based on some principles from physics and mechanics, which is called Evolutionary Centers Algorithm (ECA). We...

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