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Approximate wavelet-based simulation of long memory processes

机译:基于小波的长存储过程模拟

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In this article, we investigate an algorithm for the fast O(N) and approximate simulation of long memory (LM) processes of length N using the discrete wavelet transform. The algorithm generates stationary processes and is based on the notion that we can improve standard wavelet-based simulation schemes by noting that the decorrelation property of wavelet transforms is not perfect for certain LM process. The method involves the simulation of circular autoregressive process of order one. We demonstrate some of the statistical properties of the processes generated, with some focus on four commonly used LM processes. We compare this simulation method with the white noise wavelet simulation scheme of Percival and Walden [Percival, D. and Walden, A., 2000, Wavelet Methods for Time Series Analysis (Cambridge: Cambridge University Press).].
机译:在本文中,我们研究了一种快速O(N)算法,并使用离散小波变换对长度为N的长存储(LM)过程进行了近似仿真。该算法产生平稳过程,其依据是我们可以通过注意小波变换的去相关特性对于某些LM过程不是完美的来改进基于小波的标准仿真方案。该方法涉及一阶循环自回归过程的仿真。我们演示了所生成过程的一些统计属性,其中一些集中于四个常用的LM过程。我们将该仿真方法与Percival和Walden的白噪声小波仿真方案进行了比较[Percival,D。和Walden,A.,2000,时间序列分析的小波方法(剑桥:剑桥大学出版社)。

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