Negative Binomial Time Series Regression – Random Forest Ensemble in Intermittent Data

A. Muhaimin, Prisma Hardi Aji Riyantoko, H. Prabowo, Trimono Trimono
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Abstract

Intermittent dataset is a unique data that will be challenging to forecast. Because the data is containing a lot of zeros. The kind of intermittent data can be sales data and rainfall data. Because both sometimes no data recorded in a certain period. In this research, the model is created to overcome the problem. The approach that is used in this research is the ensemble method. Mostly the intermittent data comes from the Negative Binomial because the variance is over the mean. We use two datasets, which are rainfall and sales data. So, our approach is creating the base model from the time series regression with Negative Binomial based, and then we augmented the base model with a tree-based model which is random forest. Furthermore, we compare the result with the benchmark method which is The Croston method and Single Exponential Smoothing (SES). As the result, our approach can overcome the benchmark based on metric value by 1.79 and 7.18.
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负二项时间序列回归-间歇数据中的随机森林集合
间歇性数据集是一种具有挑战性的独特数据。因为数据中包含了很多0。这种间歇数据可以是销售数据和降雨数据。因为两者有时都没有特定时期的数据记录。在本研究中,为了克服这一问题,建立了模型。本研究采用的方法是集成方法。大多数间歇数据来自负二项,因为方差大于平均值。我们使用两个数据集,分别是降雨和销售数据。因此,我们的方法是从基于负二项的时间序列回归中创建基本模型,然后我们用随机森林的基于树的模型来增强基本模型。此外,我们还将结果与基准方法(the Croston method)和单指数平滑(Single Exponential Smoothing, SES)进行了比较。因此,我们的方法可以克服基于度量值的基准1.79和7.18。
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