A Hybrid Pelican Optimization Algorithm and Black Hole Algorithm for Kernel Semi-Parametric Fusion Modeling

F. AL-Taie, Z. Algamal, O. Qasim
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引用次数: 0

Abstract

This paper investigates the process of selecting a hyperparameter for use in a kernel semiparametric regression model for fusion data, which is an important tool in various scientific study fields. The selection of the best model to use in advance is not a simple task, and one of the most fascinating current advances in the application is the use of hybrid metaheuristics algorithms to increase the exploration and exploitation capacity of traditional meta-heuristic algorithms. In this study, a hybrid optimization method that combines the pelican algorithm with the black hole algorithm is presented, which achieves a lower mean squared error (MSE) in comparison to other competing techniques. Data merging through the suggested hybrid metaheuristics algorithm gives superior performance in terms of computing time when compared to both the CV-method and the GCV-method. This work has practical implications for researchers and practitioners who use statistical modeling techniques in their work, especially those dealing with data merging for improved accuracy and efficiency.
核半参数融合建模的混合鹈鹕优化算法和黑洞算法
本文研究了融合数据核半参数回归模型的超参数选择过程,该模型是各个科学研究领域的重要工具。提前选择最佳模型并不是一项简单的任务,当前应用中最引人注目的进展之一是使用混合元启发式算法来增加传统元启发式算法的探索和开发能力。本研究提出了一种将鹈鹕算法与黑洞算法相结合的混合优化方法,与其他竞争技术相比,该方法获得了更低的均方误差(MSE)。通过混合元启发式算法进行数据合并,与CV-method和GCV-method相比,在计算时间方面具有更好的性能。这项工作对在工作中使用统计建模技术的研究人员和从业人员具有实际意义,特别是那些处理数据合并以提高准确性和效率的研究人员和从业人员。
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