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The Covariance Matrix Evolution Strategy Algorithm Based On Cloud Model And Cholesky Factor

机译:基于云模型和尖弦因子的协方差矩阵演化策略算法

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The covariance matrix adaptive evolution strategy (CMA-ES) is a random search evolution strategy with superior performance and high accuracy. However, when faced with multimodal complex functions, it also has the shortcomings of converging too fast and easily falling into local optimization. Matrix operations in high dimensions also greatly reduce the performance of the algorithm. This paper proposes an improved CMA-ES algorithm based on the cloud model and Cholesky factor update. The cloud model has a good ability to deal with uncertain problems, and the step size is controlled by cloud reasoning, which can better avoid falling into problems such as local optimization and premature convergence. At the same time, the Cholesky factor greatly reduces the computational cost of the algorithm by effectively updating the covariance, especially in high dimensions. Through multiple function tests, multiple experimental verifications and compared with CMA-ES and its Cholesky variant algorithm, the algorithm has the advantages of higher efficiency and more accurate convergence.
机译:协方差矩阵自适应演进策略(CMA-ES)是一种随机搜索的演化策略,性能卓越,精度高。然而,当面对多模式复杂功能时,它还具有会聚太快,易于落入局部优化的缺点。高维的矩阵操作也大大降低了算法的性能。本文提出了一种改进的基于云模型和Cholesky系数更新的CMA-ES算法。云模型具有良好的处理不确定问题的能力,并且步长由云推理控制,这可以更好地避免落入局部优化和早产的问题。同时,孔基因子通过有效地更新协方差而大大降低了算法的计算成本,尤其是高维度。通过多功能测试,多个实验验证和与CMA-ES及其Cholesky Variant算法相比,算法具有更高效率和更准确的收敛的优点。

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