极值理论与garch模型在风险度量方面的比较

IF 0.1 Q4 ECONOMICS
Ezgi Nevruz, S. Sahin
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引用次数: 0

摘要

本文运用极值理论(EVT)和时间序列模型对摩根士丹利资本国际(MSCI)指数中公布的八个发达和新兴股票市场进行了分析。根据与MSCI指数一致的人类发展指数(HDI)排名,我们分析了新加坡、西班牙、英国和美国的发达股市,以及智利、俄罗斯、马来西亚和土耳其的新兴股市。我们使用2014年1月至2017年12月期间八个国家的每日价格(以美元计),并基于样本内检验检验模型的性能。计算风险价值(VaR)作为所选模型的对数回报的右尾和左尾的风险度量,我们比较了这些国家的金融风险。获得的风险度量使我们能够讨论股票市场的分组和排名及其相对位置。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A COMPARISON OF THE EXTREME VALUE THEORY AND GARCH MODELS IN TERMS OF RISK MEASURES
In this paper, we apply extreme value theory (EVT) and time series models to eight developed and emerging stock markets published in the Morgan Stanley Capital International (MSCI) Index. Based on the Human Development Index (HDI) rankings, which are consistent with the MSCI index, we analyse Singapore, Spain, UK and US for developed stock markets and Chile, Russia, Malaysia and Turkey for emerging stock markets. We use the daily prices (in USD) of eight countries for the period from January 2014 to December 2017 and examine the performances of the models based on in-sample testing. Calculating the value-at-risk (VaR) as a risk measure for both right and left tails of the log-returns of the selected models, we compare these countries in terms of their financial risks. The obtained risk measures enable us to discuss the grouping and the ranking of the stock markets and their relative positions.
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