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Multiple Linear Regression Model of Rice Production using Conjugate Gradient Methods

机译:共轭梯度法的水稻生产多元线性回归模型

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Regression is one of the basic relationship models in statistics. This paper focuses on the formation of regression models for the rice production in Malaysia by analysing the effects of paddy population, planted area, human population and domestic consumption. In this study, the data were collected from the year 1980 until 2014 from the website of the Department of Statistics Malaysia and Index Mundi. It is well known that the regression model can be solved using the least square method. Since least square problem is an unconstrained optimisation, the Conjugate Gradient (CG) was chosen to generate a solution for regression model and hence to obtain the coefficient value of independent variables.? Results show that the CG methods could produce a good regression equation with acceptable Root Mean-Square Error (RMSE) value.
机译:回归是统计中的基本关系模型之一。本文通过分析水稻种群,种植面积,人口和国内消费的影响,着重于马来西亚大米产量回归模型的形成。在这项研究中,数据是从1980年至2014年从马来西亚统计局和Index Mundi网站收集的。众所周知,可以使用最小二乘法求解回归模型。由于最小二乘问题是无约束的优化,因此选择了共轭梯度(CG)来生成回归模型的解,从而获得自变量的系数值。结果表明,CG方法可以产生一个具有可接受的均方根误差(RMSE)值的良好回归方程。

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