首页> 外文期刊>International Journal of Wavelets, Multiresolution and Information Processing >A WAVELET BASED SIGNIFICANCE TEST FOR PERIODICITIES IN INDIAN MONSOON RAINFALL
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A WAVELET BASED SIGNIFICANCE TEST FOR PERIODICITIES IN INDIAN MONSOON RAINFALL

机译:基于小波的印度季风降雨周期性的显着性检验

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摘要

This paper is a sequel to a recent study of the authors' that uses a combination of multiresolution analysis (MRA) and classical Fourier spectral methods, to identify 17 peaks in the power spectral density of the Homogeneous Indian Monsoon (HIM) rainfall time series constructed in Ref. 1. Here we propose a new procedure for testing the statistical significance of these peaks. In this procedure, using MRA the stationary component of the rainfall time series is first identified. Then (partially) reconstructed time series are derived over each scale band in the stationary component. For each of these time series an appropriately colored reference spectrum is derived. The significance of the detected peaks is then determined using a X{sup}2 test against the reference spectra, which together represent a noise process spectrally close to rainfall. It is concluded that HIM rainfall exhibits 10 statistically significant periodicities at a confidence level of 99.9%.
机译:本文是作者最近研究的续篇,该研究使用多分辨率分析(MRA)和经典傅里叶光谱方法相结合,确定了构造的印度均匀季风(HIM)降雨时间序列的功率谱密度中的17个峰值在参考文献中1.在这里,我们提出了一种测试这些峰的统计显着性的新程序。在此过程中,使用MRA首先确定降雨时间序列的固定分量。然后,在固定分量的每个比例带上(部分)重建时间序列。对于这些时间序列中的每个时间序列,都将导出适当着色的参考光谱。然后使用X {sup} 2测试针对参考光谱确定检测到的峰值的重要性,该参考光谱一起代表了光谱上接近降雨的噪声过程。结论是,HIM降雨在99.9%的置信度下具有10个具有统计意义的周期性。

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