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Fréchet Random Noise for k-Regime-Switching Mixture Autoregressive Model

机译:Fréchet随机噪音 k -regime-switch混合混合物自回归模型

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This paper describes Fréchet distribution as a random noise for capturing multimodalities, regime-switching and change-points attributed to uniformly time-varying series via causality of fluctuations, extreme values and heavy-tailed time series. Fréchet Mixture Autoregressive (FMAR) model of k -regime-switching, denoted by was developed and Expectation-Maximization (EM) algorithm was used as a method of parameter estimation for the embedded coefficients of AR of k -mixing weights and lag p _(k ). The limiting distribution of the model via Gnedenko-Fisher Tippet limiting property was derived to asymptotically approach an exponential function.
机译:本文将Fréchet分布作为随机噪声,以捕获多重差异,制度切换和变化点,该点归因于通过波动,极值和重尾时间序列的因果关系均匀地变化系列。 Fréchet混合物自回归(FMAR)的 k -regime切换模型,由开发和期望最大化(EM)算法用作 k-mixing的嵌入系数的参数估计方法重量和滞后 p _( k)。通过Gnedenko-Fisher Tippet限制性的模型的限制分布被推导到渐近方法是指数函数。

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