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Binary and Continuous Ant Colony Algorithms Research for Solving Continuous Global Optimization Problem

机译:解决连续全局优化问题的二进制和连续蚁群算法研究

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The paper presents two formalizations,called binary(BACO)and continuous(CACO)ant colony optimization,for the design of ant colony algorithm(ACOA)to solve continuous global optimization problem.With different coding methods and ACOA decision policies,BACO and CACO have distinct characters.In this paper,BACO adopts disturbance factor and CACO uses adaptive search steps to avoid premature convergence,and both of them combine with dynamic evaporation factor to find the best solution,then a convergence proof is presented.The differences of performance between them are compared in the optimization problem of multidimension and multi-minima continuous function,especially with the adaptive genetic algorithm(AGA),and experimental result shows that CACO is effective as it outperforms BACO and AGA.
机译:本文针对蚁群算法(ACOA)的设计提出了两种形式化,称为二进制(BACO)和连续(CACO)蚁群优化,以解决连续全局优化问题。通过不同的编码方法和ACOA决策策略,BACO和CACO具有本文采用BACO采用扰动因子,CACO采用自适应搜索步骤来避免过早收敛的方法,并结合动态蒸发因子来寻找最优解,然后给出收敛性证明。在多维和最小连续函数的优化问题上进行了比较,尤其是与自适应遗传算法(AGA)进行了比较,实验结果表明,CACO的效果优于BACO和AGA。

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