Key research themes
1. How can clonal selection algorithms be optimized for feature and gene selection in high-dimensional datasets?
This research area explores the efficacy and enhancements of clonal selection algorithms (CSAs) to effectively select informative features or genes from high-dimensional data, such as microarray gene expression or large feature sets. The focus is on improving classification accuracy while reducing dimensionality through hybrid methods, integration with metaheuristics, and advanced mutation mechanisms. Given the NP-hard nature of feature selection and the challenges posed by data correlation and dimensionality, these studies provide actionable algorithmic modifications and hybridization strategies to boost performance.
2. What mutation and cloning strategies enhance the optimization capability and convergence of clonal selection algorithms?
This theme investigates algorithmic design choices—such as mutation potentials, cloning rates, and population initialization—that fundamentally impact CSA convergence speed and solution quality. Studies include comparative analyses of classical CSAs, introduction of information-theoretic metrics to monitor learning, and proposals for dynamic or aggressive mutation schemes. By controlling hypermutation based on fitness and incorporating diversity-preserving mechanisms like aging, these works provide precise methodological insights that allow researchers to tailor CSA parameters for improved global optimization and avoidance of premature convergence.
3. How can hybridization with other metaheuristics improve the search efficiency and robustness of clonal selection algorithms?
This line of inquiry focuses on integrating clonal selection algorithms with other optimization methods like genetic algorithms, particle swarm optimization, or biogeography-based optimization to harness complementary strengths. By combining exploration-exploitation mechanisms, information sharing, or adaptive ensemble strategies, hybrid CSAs have shown promise in handling complex, multi-objective, and large-scale problems. These hybrid methods are developing through probabilistic operator selection, dynamic population control, and multi-method ensembles to yield robust, scalable, and computationally efficient optimization tools.