Immune Cloning Optimization Algorithm Based on Antibody Similarity Screening and Steady-State Adjustment

Su-lan Liu, Lijia Tao, Chaohun Liu, Yunqiang Gao, Hongwei Sun, Mingxin Yuan
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引用次数: 1

Abstract

In order to further improve the population diversity of the immune cloning algorithm when optimizing high-dimensional objects, and to improve the algorithm's global optimization ability and search efficiency, an immune cloning optimization algorithm based on antibody similarity screening and steady-state adjustment (ICASA) is proposed. By screening, that is, removing highly similar antibodies in the antibody population, the probability of the algorithm searching for the optimal solution is improved, and the repeated solution of similar antibodies is avoided. The antibody population is adjusted based on themedian property, and is injected with a high-quality vaccine realized by the median, which makes the antibody population evenly diffuse in the solution space to generate global antibody solutions. Finally, the convergence of the algorithm is proved by Markov chain theory. The test results of six groups of high-dimensional functions show that, compared with genetic algorithm (GA), immune cloning algorithm (ICA) and immune genetic algorithm (IGA), the proposed algorithm achieves 100% optimization, and the minimum convergence algebra, average convergence algebra and iterative algebra standard deviation are reduced by an average of 13.3%, 5.3%, and 29.3%, respectively, which verifies the algorithm's strong optimization ability, fast convergence and good stability.
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基于抗体相似性筛选和稳态调节的免疫克隆优化算法
为了进一步提高免疫克隆算法在优化高维目标时的种群多样性,提高算法的全局优化能力和搜索效率,提出了一种基于抗体相似性筛选和稳态调整(ICASA)的免疫克隆优化算法。通过筛选,即去除抗体群体中高度相似的抗体,提高了算法寻找最优解的概率,避免了相似抗体的重复求解。根据中位数特性调整抗体种群,并注射由中位数实现的高质量疫苗,使抗体种群在溶液空间中均匀扩散,生成全局抗体解。最后,利用马尔可夫链理论证明了算法的收敛性。六组高维函数的测试结果表明,与遗传算法(GA)、免疫克隆算法(ICA)和免疫遗传算法(IGA)相比,本文算法实现了100%的优化,最小收敛代数、平均收敛代数和迭代代数标准差平均分别降低13.3%、5.3%和29.3%,验证了算法优化能力强、收敛速度快、稳定性好。
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