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The Research of Reaction Abilities and Errors Distributions for the Model of GM(1,1) to Simulate Equal Difference and Geometric Ratio Sequence

机译:GM(1,1)模型用于模拟等差和几何比率序列的反应能力和误差分布的研究

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The model of GM(1,1) is one of the most important sections in the gray system theories. The abilities of reaction, which the original sequence data are simulated by the GM(1,1), are always noticed by many scholars. However, it is stopped in evaluation of prediction errors in one or two examples that the problem is researched in the present. In this paper, the abilities of GM(1,1) simulation for non—vibration sequence data, in which there are equal difference geometric ratio sequence data, is systematically researched and analyzed with the way of systematic thoughts and theories methods. On the basis of above, the result we got from our research provides good referring and consulting for using the GM(1,1) to predict the future data.
机译:GM(1,1)模型是灰色系统理论中最重要的部分之一。反应能力(原始序列数据由GM(1,1)模拟)一直被许多学者所关注。然而,在目前对这一问题进行研究的一个或两个例子中,就停止了对预测误差的评估。本文采用系统的思想方法和理论方法,系统地研究和分析了几何比值相等的等比序列数据在非振动序列数据中的GM(1,1)仿真能力。在此基础上,我们的研究结果为使用GM(1,1)预测未来数据提供了很好的参考和咨询。

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