The Comparison of Fuzzy Regression Approaches with and without Clustering Method in Predicting Manufacturing Income

Nurfarawahida Ramly, Mohd Saifullah Rusiman, Efendi Nasibov, Resmiye Nasiboglu, Suparman
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引用次数: 0

Abstract

In the manufacturing area, predicting future income is more important to keep maintain their industry profits. In addition to this, most of the manufacturing company having a bit problem in predicting their manufacturing income, especially in terms of data and method used. Hence, this paper proposed another improvise method of fuzzy regression approach with and without clustering method for uses of predicting manufacturing income. Then, one of the widely uses of statistical analysis are fuzzy regression approach such as fuzzy linear regression (FLR) and fuzzy least squares regression (FLSR). Furthermore, clustering is one of the most common methods for grouping data based on its similarity. Apart from this, fuzzy c-means (FCM) recognised as the best clustering method. This study's model was evaluated by three measurements errors: root mean square error (RMSE), mean absolute error (MAE), and mean absolute percentage error (MAPE). Based on numerical calculations, it was determined that the proposed fuzzy least square regression with fuzzy c-means clustering model is superior to others, with RMSE = 59756.78229, MAE = 2948.616554, and MAPE = 13.34916083. Therefore, this model indicates as the robust method and suitable use for prediction analysis, especially in handling uncertain and imprecise data.
有无聚类方法的模糊回归法在预测制造业收入方面的比较
在制造业领域,预测未来收入对于保持行业利润更为重要。除此之外,大多数制造企业在预测其制造收入时都会遇到一些问题,尤其是在数据和所用方法方面。因此,本文提出了另一种有聚类方法和无聚类方法的模糊回归方法,用于预测制造业收入。模糊线性回归(FLR)和模糊最小二乘回归(FLSR)是广泛使用的统计分析方法之一。此外,聚类是根据数据相似性对数据进行分组的最常用方法之一。除此以外,模糊均值法(FCM)是公认的最佳聚类方法。本研究的模型通过三种测量误差进行评估:均方根误差(RMSE)、平均绝对误差(MAE)和平均绝对百分比误差(MAPE)。根据数值计算,确定所提出的模糊最小二乘法回归与模糊 c-means 聚类模型优于其他模型,RMSE = 59756.78229,MAE = 2948.616554,MAPE = 13.34916083。因此,该模型是一种稳健的方法,适合用于预测分析,尤其是在处理不确定和不精确的数据时。
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CiteScore
1.30
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