股票市场的非对称波动:部分出口型国家的证据

Himani Gupta
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摘要

一个国家的金融市场取决于多个经济因素。其中一个重要因素就是该国的出口。该国的股票指数往往会因为出口而上升,尽管这可能会在一段时间后而不是立即发生。在本研究中,通过考虑抽样国家 2000 年至 2020 年期间股票指数的收盘价,尝试预测了顶级出口国德国、中国、美国、日本和香港的最佳波动模型。股票市场的收益是不对称的;负收益比相应的正收益带来更大的波动性增长。因此,对称和非对称广义自回归条件异方差(GARCH)模型都被用来预测波动率。研究中使用的对称模型是 GARCH (1,1),非对称模型是指数 GARCH (1,1) 和 GJR-GARCH (1,1)。研究表明,EGARCH 模型在估计四个股票指数的波动性方面优于 GARCH 和 GJR-GARCH 模型(Hanif & Pok,2010;Kışınbay,2010;Lin,2018),而 GJR-GARCH 在估计一个股票指数的波动性方面优于 GARCH 和 GJR-GARCH 模型(Oberholzer & Venter,2015;Shamiri & Hassan,2007)。本研究的益处在于帮助投资组合经理、投资者和企业做出与投资相关的决策。JEL Codes:C20, C31, C58, G12
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Asymmetric Volatility in Stock 
Market: Evidence from Selected 
Export-based Countries
In a country, the financial markets depend on several economic factors. One of these important factors is the export of the country. The stock index of the country tends to be raised due to the exports, though it may occur after some time rather than immediately. In this study, an attempt has been made to predict the best model of volatility in top export countries, Germany, China, the United States, Japan and Hong Kong by taking into account the closing price of the stock index of the sampled countries for a period ranging from the year 2000 to 2020. The returns from the stock markets are asymmetric; negative returns are found to be followed by a greater increase in volatility than the corresponding positive returns. Therefore, both symmetric and asymmetric generalised autoregressive conditional heteroscedasticity (GARCH) models have been applied to predict the volatility. The symmetric model used is GARCH (1,1) and asymmetric models used in the study are exponential GARCH (1,1) and GJR-GARCH (1,1). The study shows that EGARCH model has outperformed the GARCH and GJR-GARCH models in estimating the volatility in four stock indices ( Hanif & Pok, 2010 ; Kışınbay, 2010 ; Lin, 2018 ), and GJR-GARCH has outperformed in estimating volatility in one stock index ( Oberholzer & Venter, 2015 ; Shamiri & Hassan, 2007 ). The benefit of this study is to help portfolio managers, investors and corporations in making investment-related decisions. JEL Codes: C20, C31, C58, G12
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