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Application of DGM(1,1) and linear regression based on entropy weight method

机译:基于熵权法的DGM(1,1)和线性回归的应用

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Grain security is an important strategic issue, which is associated with the development of economy, social stability and national independence. In order to ensure national grain security, one of the tasks of us is to make accurate forecast of grain production. Using a single forecasting method may lead to the lower forecasting accuracy due to the useful information missed. The combined model can overcome the disadvantages of the single model and effectively gather more useful information. Therefore, it is more suitable to use combined method to solve the problem of the complicated economic system with incomplete information. Grey system theory is widely used in many fields such as engineering control, management decision-making and social economy. The simplest of the grey forecasting model is GM (1,1). Dr. Xie Naiming proposed a discrete DGM model because the prediction accuracy of the traditional GM (1,1) model often troubles the researchers; Multiple linear regression analysis is used to forecast the grain yield in this paper. According to the number of influencing factors in the model and the relationship between the influencing factors and the predicted objects, regression analysis can be divided into one linear regression analysis, multiple linear regression analysis and nonlinear regression analysis; Regression analysis method predicts future or establishes the relationship of things based on mutual influence, interrelated, two or more factors of the measured or survey data. Then, through the determination of the future influencing factors, the process of indirectly exporting the data is measured; Arithmetic average method, variance reciprocal method, mean square reciprocal method, simple weighting method, binomial coefficient method and optimal weighting method are often used to weight in combined model. The paper adopts entropy method to combine linear programming model and grey prediction model. Then, this paper puts forward the grey linear regression combination model. The paper combines the DGM(1,1) model with multiple linear regression model, uses the entropy weight method to determine the weight of the results of two models, and forecasts the grain yield form 2010 to 2015. The results show that the average error of DGM(1,1), multiple linear programming and the combined model are 1.34%, 0.73% and 0.57%. It can be seen that the combined model of this paper improves the prediction accuracy on the basis of the two models, which can be better applied in the prediction of grain yield.
机译:粮食安全是一个重要的战略问题,这是与经济,社会稳定和民族独立的发展有关。为了确保国家粮食安全,美国的任务之一就是使粮食生产的准确的预测。使用单一预测方法可能会导致较低的预测精度由于错过了有用的信息。组合模式可以克服单个模型的缺点,有效地收集更多有用的信息。因此,更合适的是使用组合的方法来求解信息不完全复杂的经济系统的问题。灰色系统理论被广泛应用于许多领域,如工程控制,管理决策和社会经济。灰色预测模型的最简单的是GM(1,1)。谢乃命博士提出了一个离散DGM模型,因为传统的GM(1,1)模型的预测精度往往困扰研究人员;多重线性回归分析来预测本文的谷粒产量。据影响的模型和影响因素和预测对象之间的关系的因素的数量,回归分析可被划分为一个线性回归分析,多线性回归分析和非线性回归分析;回归分析方法预测未来或建立基于相互影响的东西的关系,相互关联,测量或调查数据的两个或两个以上的因素。然后,通过将来影响因素的确定,间接导出数据的过程进行测量;算术平均法,方差倒数方法,均方倒数方法,简单加权方法,二项式系数方法和最优加权方法通常用于在重量组合模型。本文采用熵方法结合线性编程模型和灰色预测模型。然后,提出了灰度线性回归模型的组合。本文结合了DGM(1,1)与多元线性回归模型的模型,采用熵重量方法来确定两个模型的结果的重量,和预报的产量形式2010至2015年的结果表明,平均误差DGM(1,1),多个线性规划和组合模型是1.34 %,0.73 %和0.57 %。可以看出的是,本文的组合模型提高了两种模型,其可在谷物产量的预测可以更好地应用的基础上的预测精度。

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