非平稳阶向量自回归在重大海浪预报中的应用

Fikka Raudiya, A. A. Rohmawati, D. Adytia
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引用次数: 1

摘要

本文研究了非平稳多元时间序列模型在海浪数据拟合中的实现。模型由一个回归项组成,并与特定时间范围内的外生变量相关联。由于数据的趋势波动导致过程不稳定,因此采用差分数据进行模型拟合。将该方法应用于有限阶向量自回归中,通过对波浪进行风相关信息的同时预报,提高了海浪预报的精度。将该模型与线性简单自回归模型进行了比较。两种预测方法的性能都是通过众所周知的误差测量的RMSE来评估的。基于该方法的预报结果表明,该方法优于4阶向量自回归方法,是一种很有前途的海浪预报方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Non-Stationary Order of Vector Autoregression in Significant Ocean Wave Forecasting
This paper studies the implementation of non-stationary multivariate time series model to fit the ocean wave data. A model comprises from a regression term and associate with exogenous variables in a particular time horizon. Because of the trend fluctuation in the data leading to unstable process, differentiated data are used in fitting the model. The approach suggested is applied to the finite order of Vector Autoregression for an improvement in prediction simultaneously of ocean wave by carrying out wind-related information to waves. The proposed model is compared with linear simple autoregressive model. The performance of both forecasting procedures is assessed by RMSE of well-known error measures. The forecast based on the proposed methodology indicated that it can be regarded as a promising method for wave ocean prediction, it outperforms using 4-order Vector Autoregression.
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