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Regime shifts in asymmetric GARCH models assuming heavy-tailed distribution: evidence from GCC stock markets

机译:假设重尾分布的非对称GARCH模型中的政权转移:来自GCC股票市场的证据

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In this study, we have investigated GCC stock market volatilities exploiting a number of asymmetric models (EGARCH, ICSS-EGARCH, GJR-GARCH, and ICSS-GJR-GARCH).This paper uses the weekly data over the period 2003-2010. The ICSS-EGARCH and ICSS-GJR-GARCH models take into account the discrete regime shifts in stochastic errors. The finding supports the widely accepted view that accounting for the regime shifts detected by the iterated cumulative sums of squares (ICSS) algorithm in the variance equations overcomes the overestimation of volatility persistence. In addition, we have discovered that the sudden changes are generally associated with global, regional, and domestic economic as well as political events. Importantly, the asymmetric model estimations use normal as well as heavy-tailed conditional densities.
机译:在这项研究中,我们使用许多不对称模型(EGARCH,ICSS-EGARCH,GJR-GARCH和ICSS-GJR-GARCH)调查了GCC股票市场的波动性。本文使用2003-2010年期间的每周数据。 ICSS-EGARCH和ICSS-GJR-GARCH模型考虑了随机误差中的离散状态转移。这一发现支持了被广泛接受的观点,即考虑到方差方程中由迭代累积平方和(ICSS)算法检测到的制度转移,可以克服对波动率持续性的高估。此外,我们发现突然的变化通常与全球,区域和国内经济以及政治事件有关。重要的是,非对称模型估计使用正态和重尾条件密度。

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