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Degree Approximation-Based Fuzzy Partitioning Algorithm and Applications in Wheat Production Prediction

机译:基于度逼近的模糊划分算法及其在小麦产量预测中的应用

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Recently, prediction modelling has become important in data analysis. In this paper, we propose a novel algorithm to analyze the past dataset of crop yields and predict future yields using regression-based approximation of time series fuzzy data. A framework-based algorithm, which we named DAbFP (data algorithm for degree approximation-based fuzzy partitioning), is proposed to forecast wheat yield production with fuzzy time series data. Specifically, time series data were fuzzified by the simple maximum-based generalized mean function. Different cases for prediction values were evaluated based on two-set interval-based partitioning to get accurate results. The novelty of the method lies in its ability to approximate a fuzzy relation for forecasting that provides lesser complexity and higher accuracy in linear, cubic, and quadratic order than the existing methods. A lesser complexity as compared to dynamic data approximation makes it easier to find the suitable de-fuzzification process and obtain accurate predicted values. The proposed algorithm is compared with the latest existing frameworks in terms of mean square error (MSE) and average forecasting error rate (AFER).
机译:最近,预测建模在数据分析中已经变得很重要。在本文中,我们提出了一种新颖的算法,可以使用基于回归的时间序列模糊数据逼近来分析作物单产的过去数据集并预测未来单产。提出了一种基于框架的算法DAbFP(基于度近似的模糊分区数据算法),用于利用模糊时间序列数据预测小麦单产。具体来说,时间序列数据通过简单的基于最大值的广义均值函数进行模糊处理。基于两组基于间隔的分区,对不同情况下的预测值进行评估,以获得准确的结果。该方法的新颖之处在于它能够近似用于预测的模糊关系,与现有方法相比,该方法在线性,三次和二次次序上具有更低的复杂度和更高的准确性。与动态数据逼近相比,复杂度较小,因此更容易找到合适的反模糊处理并获得准确的预测值。将该算法与均方误差(MSE)和平均预测误差率(AFER)方面的最新框架进行了比较。

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