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The Least Square Method of Weight Based on PSO Algorithm

机译:基于PSO算法的重量最小二乘法

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摘要

In the decision making based on reciprocal judgment matrix, the least square method of weights is an important method to determine the weight of decision variables, and Lagrange function is often used to solve the optimal solution of the model. In this paper, particle swarm optimization (PSO) is mainly used to solve the least-square model of weights, and the feasibility of the algorithm is illustrated by the comparison and analysis between an example and Lagrange function method.
机译:在基于倒数判断矩阵的决策中,重量的最小二乘法是确定决策变量的重量的重要方法,并且Lagrange函数通常用于解决模型的最佳解决方案。在本文中,粒子群优化(PSO)主要用于解决权重的最小二乘型号,并且通过示例和拉格朗日函数方法之间的比较和分析来说明算法的可行性。

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