Affiliation:
1. King Abdullah the II IT School, Department of Computer Science, The University of Jordan, Amman 11942, Jordan
2. Data Science and Artificial Intelligence Department, Faculty of Information Technology, University of Petra, Amman 11196, Jordan
Abstract
In this paper, we introduce a novel optimization algorithm called the OX optimizer, inspired by oxen animals, which are characterized by their great strength. The OX optimizer is designed to address the challenges posed by complex, high-dimensional optimization problems. The design of the OX optimizer embodies a fundamental symmetry between global and local search processes. This symmetry ensures a balanced and effective exploration of the solution space, highlighting the algorithm’s innovative contribution to the field of optimization. The OX optimizer has been evaluated on CEC2022 and CEC2017 IEEE competition benchmark functions. The results demonstrate the OX optimizer’s superior performance in terms of convergence speed and solution quality compared to existing state-of-the-art algorithms. The algorithm’s robustness and adaptability to various problem landscapes highlight its potential as a powerful tool for solving diverse optimization tasks. Detailed analysis of convergence curves, search history distributions, and sensitivity heatmaps further support these findings. Furthermore, the OX optimizer has been applied to optimize support vector machines (SVMs), emphasizing parameter selection and feature optimization. We tested it on the NSL-KDD dataset to evaluate its efficacy in an intrusion detection system. The results demonstrate that the OX optimizer significantly enhances SVM performance, facilitating effective exploration of the parameter space.
Funder
Security Management Technology Group
Reference53 articles.
1. A survey on cooperative co-evolutionary algorithms;Ma;IEEE Trans. Evol. Comput.,2018
2. Multivector particle swarm optimization algorithm;Fakhouri;Soft Comput.,2020
3. A survey of biogeography-based optimization;Guo;Neural Comput. Appl.,2017
4. Enhanced optimizer algorithm and its application to software testing;Fakhouri;J. Exp. Theor. Artif. Intell.,2020
5. Abualigah, L., Elaziz, M.A., Khasawneh, A.M., Alshinwan, M., Ibrahim, R.A., Al-Qaness, M.A., Mirjalili, S., Sumari, P., and Gandomi, A.H. (2022). Meta-heuristic optimization algorithms for solving real-world mechanical engineering design problems: A comprehensive survey, applications, comparative analysis, and results. Neural Comput. Appl., 1–30.