特殊波动对股票定价和收益的双重影响

Z. Cheng, Jing Fang
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引用次数: 0

摘要

目的本研究旨在检验特质波动性与实现回报之间的估计关系的基础。设计/方法/方法独特的波动性对股票定价有双重影响:它不仅影响投资者的预期回报,还影响股票价格反映其价值的效率。因此,由于其对股票定价的双重影响,特殊波动性和已实现回报之间的估计关系捕获了其与预期回报和定价错误相关成分的关系。其与错误定价相关组件的关系符号是不确定的。发现当估计样本由按比例更多的事前高估观测值组成时,特殊波动性和实现回报之间的估计关系会从正变为负;当估计样本由按比例更多的事后高估观测值组成时,它会增加并从负向正转换。总之,特殊波动性与定价错误相关成分的关系在其与实现回报的估计关系中占主导地位。此外,它与实现回报的估计关系随着研究设计的选择而变化,甚至由于它们对其与错误定价相关组件的关系的影响而切换符号。独创性/价值该研究的新颖性体现在其研究结果的含义上,即人们无法从其与实现回报的估计关系中推断出特殊波动性与预期回报的关系的迹象。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The dual effect of idiosyncratic volatility on stock pricing and return
PurposeThis study aims to examine what underlies the estimated relation between idiosyncratic volatility and realized return.Design/methodology/approachIdiosyncratic volatility has a dual effect on stock pricing: it not only affects investors' expected return but also affects the efficiency of stock price in reflecting its value. Therefore, the estimated relation between idiosyncratic volatility and realized return captures its relations with both expected return and the mispricing-related component due to its dual effect on stock pricing. The sign of its relation with the mispricing-related component is indeterminate.FindingsThe estimated relation between idiosyncratic volatility and realized return decreases and switches from positive to negative as the estimation sample consists of proportionately more ex ante overvalued observations; it increases and switches from negative to positive as the estimation sample consists of proportionately more ex post overvalued observations. In sum, the relation of idiosyncratic volatility with the mispricing-related component dominates its relation with expected return in its estimated relation with realized return. Moreover, its estimated relation with realized return varies with research design choices and even switches sign due to their effects on its relation with the mispricing-related component.Originality/valueThe novelty of the study is evident in the implication of its findings that one cannot infer the sign of the relation of idiosyncratic volatility with expected return from its estimated relation with realized return.
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