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The use of risk and return for testing the stability of stock markets

机译:利用风险和收益测试股票市场的稳定性

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The European CentralBank stipulates that a financial system is stable if the financial risks areevaluated and rewarded correctly and if the economic and financial shocks areabsorbed. When analyzing the return and volatility of the stock exchanges we mayascertain that a stock exchange is stable if there is a connection betweenreturn and volatility and if the shocks determined by the new positive andnegative information do not cause significant changes of the volatility. Wetook into consideration the values of the indices of stock markets from Holland(AEX), Belgium (BEL), Romania (BET), Hungary (BUX), Germany (DAX), France(CAC), Czech Republic (PX), Slovakia (SAX), Austria (ATX), Estonia (OMXT),Latvia (OMXR) and Lithuania (OMXV). In order to test the relationship betweenreturn-volatility and volatility asymmetry we estimated a GJR-GARCH-M model.The results confirm the lack of existence of a correlation between return andvolatility for the entire period under analysis and the existence of the volatilityasymmetry.
机译:欧洲中央银行规定,如果对金融风险进行了正确的评估和补偿,并且吸收了经济和金融冲击,则金融体系将保持稳定。在分析证券交易所的收益率和波动率时,如果收益率和波动率之间存在联系,并且由新的正负信息确定的冲击不会引起波动率的重大变化,则可以确定证券交易所是稳定的。考虑了来自荷兰(AEX),比利时(BEL),罗马尼亚(BET),匈牙利(BUX),德国(DAX),法国(CAC),捷克共和国(PX),斯洛伐克( SAX),奥地利(ATX),爱沙尼亚(OMXT),拉脱维亚(OMXR)和立陶宛(OMXV)。为了检验收益率波动率和波动率不对称性之间的关系,我们估计了GJR-GARCH-M模型。结果证实了在整个分析期间收益率和波动率之间不存在相关性,并且不存在波动率不对称性。

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