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Investor sentiment-styled index in index futures market

机译:Index期货市场投资者情绪风格指数

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摘要

In this paper, we define and analyze the sentiment-styled index for the CSI 300 index futures in the Chinese futures market. Our sentiment-styled index for the CSI 300 index futures from April 16, 2010 to April 30, 2019 is constructed by the first and second principal component analyses, rather than only by the first principal component analysis used in the Baker and Wurgler (Journal of Finance 61(4): 1645-1680, 2006) method. The sentiment-styled index explains 78.38% of the sample variance. The vector error correction model is adapted to study the dynamics of cointegration of the sentiment-styled index and the logarithmic futures price. We use the GARCH-DCC model to illustrate the spillover effect between the sentiment-styled index and the Chinese futures market. We show that this investor sentiment-styled index does have the price discovery from the Granger causality and common factor weights and the hedging function from the Baba-Engle-Kraft-Kroner model empirically; furthermore, we use the curvature term of the sentiment-styled index to determine the multiple unit roots. More empirical results for the sentiment-styled index of the Chinese stock market, the sentiment-styled index of the CSI 300 index futures, and the return of the CSI 300 index futures market are studied in this paper.
机译:在本文中,我们定义和分析了中国期货市场中CSI 300指数期货的情绪风格指数。 2010年4月16日至2019年4月30日的CSI 300指数期货的情绪风格指数由第一和第二主成分分析构建,而不是仅通过贝克和武吉勒中使用的第一个主成分分析金融61(4):1645-1680,2006)方法。情绪风格的索引解释了样本方差的78.38%。矢量误差校正模型适用于研究情绪风格指数的协整的动态和对数期货价格。我们使用GARCH-DCC模型来说明情绪风格指数与中国期货市场之间的溢出效应。我们认为,这一投资者情绪风格的指数确实具有从格兰杰因果关系和普通因子重量和来自巴巴 - 恩格尔克拉特 - 克朗模型的套期保值功能的价格发现;此外,我们使用情绪风格索引的曲率术语来确定多个单元根。中国股市的情绪风格指数的更为经验结果,CSI 300指数期货的情绪风格指数,并在本文中研究了CSI 300指数期货市场的回报。

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