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GM(1,N) Model Multi-variable Forecast

机译:GM(1,N)模型多变量预测

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摘要

In light of mutual connections and restriction relations between independent variables, the primitive series of gray system was transformed into the AGO series. The optimal one-step transfer matrix P was solved from k-1 time to k time using Markov chain and lingo software, meeting recurrence formula x~(1)(k)=P x~(1)(k-1) by the least-squares method. Then the prediction was carried on with this transfer matrix. Finally, the AGO series were returned to the IAGO series. Through the example analysis, it is proved that the new model has a high simulation precision and forecast precision through the example analysis.
机译:鉴于自变量之间的相互联系和约束关系,将灰色系统的原始序列转化为AGO序列。使用Markov链和lingo软件从k-1时间到k时间求解最优的一步传递矩阵P,满足递归公式x〜(1)(k)= P x〜(1)(k-1)。最小二乘法。然后用该转移矩阵进行预测。最终,AGO系列返回到IAGO系列。通过实例分析,通过实例分析证明新模型具有较高的仿真精度和预测精度。

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