Performance Improved Holt-Winters (PIHW) Prediction Algorithm for Big Data Environment

B. Arputhamary, L. Arockiam
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引用次数: 2

Abstract

1 Mother Teresa Women’s University, Kodaikanal, India. 2 St. Joseph,s College, Tiruchirappalli, India. Abstract Prediction plays an important role everywhere particularly in business, technology and many others. It helps organizations to take timely decisions, to improve profits and to reduce lost sales. Recent years have witnessed an enormous development in the area of cloud computing and big data, which brings up challenges in decision making process. As the size of the dataset becomes extremely big, the process of extracting useful information by analysing these data has also become tedious. Today data are generated in an unprecedented manner, prediction plays major role in utilizing these data. Time Series based prediction models take great part in handling Big Data such as online sales data, weather data etc. In this paper a methodology for prediction is introduced and the model is evaluated by applying various time series models with time series data which is seasonal and non-stationary. From the analysis it is proved that Holt-Winter’s model performs better in seasonal and non-stationary time series data. The Holt-Winters (HW) methods estimate three smoothing parameters, associated with level, trend and seasonal factors. The seasonal variation can be of either an additive or multiplicative form. Also in this paper, Performance Improved Holt-Winters (PIHW) prediction algorithm is proposed and the results demonstrate that a considerable reduction in forecast error (Mean Square Error) can be achieved in the proposed model compared to Holt-Winters (HW) model.
大数据环境下性能改进的PIHW (Holt-Winters)预测算法
1特蕾莎修女女子大学,科代卡纳尔,印度。2圣约瑟夫学院,蒂鲁奇拉帕利,印度。预测在任何地方都扮演着重要的角色,特别是在商业、技术和许多其他领域。它帮助组织及时做出决策,提高利润,减少销售损失。近年来,云计算和大数据领域取得了巨大的发展,这给决策过程带来了挑战。随着数据集的规模变得非常大,通过分析这些数据提取有用信息的过程也变得非常繁琐。今天,数据以前所未有的方式产生,预测在利用这些数据方面起着重要作用。基于时间序列的预测模型在处理大数据(如在线销售数据、天气数据等)方面发挥了重要作用。本文介绍了一种预测方法,并利用季节和非平稳的时间序列数据,应用各种时间序列模型对模型进行了评价。通过分析,证明了Holt-Winter模型在季节性和非平稳时间序列数据中表现较好。霍尔特-温特斯(HW)方法估计与水平、趋势和季节因素相关的三个平滑参数。季节变化可以是加法或乘法形式。此外,本文还提出了性能改进的Holt-Winters (PIHW)预测算法,结果表明,与Holt-Winters (HW)模型相比,所提出的模型可以显著降低预测误差(均方误差)。
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