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The improved GM(1,1) based on PSO with stochastic weight

机译:基于PSO的随机权重改进GM(1,1)

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In order to improve the prediction accuracy of GM(1,1) this paper points out the disadvantages of using least square method to solve the parameters of model, attempts to use particle swarm optimization algorithm (PSO) to calculate the parameter of GM(1,1), introduces the stochastic strategy into PSO to endow the inertia weight of particle randomly, and then selects high-rising exponential sequence and low-rising exponential sequence to establish the improved GM(1,1), traditional GM(1,1) and DGM(1,1) to compare the fitting accuracy. In addition, the grey correlation analysis is used to measure the similarity between the fitting sequence and the original sequence of three models. The results show that: for the low-rising exponential sequence, the improved GM(1,1) is slightly better than traditional GM(1,1) and DGM(1,1); for the high-rising exponential sequence, the superiority of improved GM(1,1) is obviously higher than the other two models, especially the traditional GM(1,1); for these two types of sequences, the geometry of fitting sequence based on improved GM(1,1) is closer to the geometry of original sequence.
机译:为了提高GM(1,1)的预测精度本文指出使用最小二乘法解决模型参数的缺点,尝试使用粒子群优化算法(PSO)来计算GM的参数(1 1),将随机策略引入PSO,随机赋予粒子的惯性重量,然后选择高上升的指数序列和低于指数序列以建立改进的GM(1,1),传统的GM(1,1 )和DGM(1,1)比较拟合精度。另外,灰色相关分析用于测量拟合序列与三种模型的原始序列之间的相似性。结果表明:对于低升高的指数序列,改进的GM(1,1)略好于传统的GM(1,1)和DGM(1,1);对于高升高的指数序列,改进的GM(1,1)的优越性明显高于其他两种模型,尤其是传统的GM(1,1);对于这两种类型的序列,基于改进的GM(1,1)的拟合序列的几何形状更接近原始序列的几何形状。

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