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A Hybrid Method to Improve Forecasting Accuracy Utilizing Genetic Algorithm: An Application to the Data of Processed Cooked Rice

机译:一种改善遗传算法预测预测精度的混合方法:应用于加工米饭数据的应用

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摘要

In industries, shipping is an important issue in improving the forecasting accuracy of sales. This paper introduces a hybrid method and plural methods are compared. Focusing the equation of exponential smoothing method (ESM) that is equivalent to (1, 1) order autoregressive-moving-average (ARMA) model equation, a new method of estimating the smoothing constant in ESM had been proposed previously by us which satisfies minimum variance of forecasting er- ror. Generally, the smoothing constant is selected arbitrarily. However, this paper utilizes the above stated theoretical solution. Firstly, we make estimation of ARMA model parameter and then estimate the smoothing constant. Thus, theoretical solution is derived in a simple way and it may be utilized in various fields. Furthermore, combining the trend removing method with this method, we aim to improve forecasting accuracy. This method is executed in the following method. Trend removing by the combination of linear and 2nd order nonlinear function and 3rd order non- linear function is executed to the original production data of two kinds of bread. Genetic algorithm is utilized to search the optimal weight for the weighting parameters of linear and nonlinear function. For comparison, the monthly trend is removed after that. Theoretical solution of smoothing constant of ESM is calculated for both of the monthly trend re- moving data and the non-monthly trend removing data. Then forecasting is executed on these data. The new method shows that it is useful for the time series that has various trend characteristics and has rather strong seasonal trend. The effectiveness of this method should be examined in various cases.
机译:在行业中,航运是提高销售预测准确性的重要问题。本文介绍了一种混合方法和多种方法进行了比较。将指数平滑方法(ESM)的等式聚焦相当于(1,1)的自回归移动平均(ARMA)模型方程,我们以前提出了一种估计ESM中的平滑常数的新方法,以前满足最低限度预测Er-ROR的差异。通常,平滑常数是任意选择的。但是,本文利用上述理论溶液。首先,我们估计ARMA模型参数,然后估计平滑常数。因此,理论解决方案以简单的方式导出,并且可以在各种领域中使用。此外,将趋势去除方法与这种方法相结合,我们旨在提高预测精度。此方法以以下方法执行。通过线性和第二阶非线性功能的组合和第三订单非线性功能的趋势被执行到两种面包的原始生产数据。遗传算法用于搜索线性和非线性函数的加权参数的最佳重量。相比之下,在此之后删除月度趋势。为每月趋势再现数据和非月趋势删除数据计算ESM平滑常数的理论解决方案。然后在这些数据上执行预测。新方法表明,它对具有各种趋势特征的时间序列有用,并且具有相当强烈的季节趋势。应在各种情况下检查该方法的有效性。

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