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首页> 外文期刊>International review of economics & finance >Black swan events in China's stock markets: Intraday price behaviors on days of volatility
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Black swan events in China's stock markets: Intraday price behaviors on days of volatility

机译:中国股市中的黑天鹅事件:波动日的盘中价格行为

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摘要

China's stock market crash on August 24, 2015 affected global stock markets, indicating a possible black swan event. This study looked at trading days when sudden rises and drops occurred in 2015 in its stock markets to examine the intraday fluctuation behaviors of stock prices in order to answer several questions: (a) How did the market resume stability after volatility in stock prices occurred? (b) Did the corrections after days of sudden rises differ from those after days when sudden drops occurred? (c) Which of the investigated trading days could be classified as black swan events? Five trading days with the highest and lowest daily returns in 2015 in the Shanghai and Shenzhen stock markets were selected as the days of volatility. The quantile autoregression unit-root test was used to test whether stock price indices converged or dispersed on days of high volatility as time passed. The results reveal that a black swan event was identifiable only for the sudden drop on May 28. On other trading days, China's stock markets exhibited notable corrections of mean reversion, and the speed of market recovery increased with the extent of price volatility. In addition, wave patterns of slow rises and rapid falls in intraday stock price fluctuations and corrections were observable after occurrences of stock price volatility, showing that overreactions and underreactions happened consecutively.
机译:2015年8月24日,中国股市崩盘影响了全球股市,表明可能发生黑天鹅事件。这项研究调查了2015年其股票市场突然出现涨跌的交易日,以研究股票价格的日内波动行为,以回答以下几个问题:(a)在股票价格出现波动后市场如何恢复稳定? (b)突然上升的几天之后的校正与突然下降的几天之后的校正是否有所不同? (c)哪些调查的交易日可以归类为黑天鹅事件?选择上海和深圳股票市场中2015年日收益最高和最低的五个交易日作为波动日。分位数自回归单位根检验用于检验随着时间的流逝,股价指数是在波动剧烈的日子收敛还是分散。结果表明,只有在5月28日的突然下跌中才能识别出黑天鹅事件。在其他交易日中,中国股市表现出均值回归的显着修正,并且市场复苏的速度随着价格波动的程度而增加。此外,在股价波动之后,可以观察到盘中股价波动和修正的缓慢上升和快速下降的波动模式,这表明反应过度和反应不足是连续发生的。

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