A Study of Time Series Models ARIMA and ETS

Garima Jain, B. Mallick
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引用次数: 57

Abstract

The aim of the study is to introduce some approach which might help in improving daily temperature of data. Weather is a natural a phenomenon for which forecasting is a great challenge today. Weather parameters such as Rainfall, Relative Humidity , Wind Speed, Air Temperature are highly non-linear and complex phenomena, which include mathematical simulation and modeling for its correct forecasting. Weather Forecasting is use to simplify the purpose of knowledge and tools that are used for the state of atmosphere at a given place. The prediction is becoming more complicated due to changing weather condition. There are different software and types are available for Time Series forecasting. Our aim is to analyze the parameters and do the comparison of some strategies in predicting these temperatures. Here we tend to analyze the data of given parameters and notice the prediction for few period using the strategy of Autoregressive Integrated Moving Average (ARIMA) and Exponential Smoothing (ETS).The data from meteorological centers are taken for comparison of methods using packages such as ggplot2, forecast, time Date in R and automatic prediction strategies are available within the package applied for modeling with ARIMA and ETS methods. On basis of accuracy we tend to attempt the simplest Methodology. Our model will compare on basis of MAE, MASE, MAPE AND RMSE. The identification of model will chromatic inspection of both the ACF and PACF to hypothesize many possible models will estimated by selection criteria AIC, AICc and BIC.
时间序列模型ARIMA和ETS的研究
本研究的目的是介绍一些可能有助于改善数据的日常温度的方法。天气是一种自然现象,今天预测天气是一项巨大的挑战。降雨、相对湿度、风速、气温等天气参数是高度非线性和复杂的现象,需要数学模拟和建模才能正确预测。天气预报是用来简化知识和工具的目的,用于在一个给定的地方的大气状况。由于天气条件的变化,预报变得更加复杂。有不同的软件和类型可用于时间序列预测。我们的目的是对这些参数进行分析,并对预测这些温度的一些策略进行比较。在这里,我们倾向于分析给定参数的数据,并使用自回归综合移动平均(ARIMA)和指数平滑(ETS)的策略来注意几个周期的预测。利用气象中心的数据,比较了使用ggplot2、forecast、time Date等软件包的方法,以及应用ARIMA和ETS方法建模的软件包中提供的自动预测策略。基于准确性,我们倾向于尝试最简单的方法。我们的模型将在MAE、MASE、MAPE和RMSE的基础上进行比较。模型的识别将对ACF和PACF进行色度检验,假设许多可能的模型,并通过AIC, AICc和BIC的选择标准进行估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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