2011
DOI: 10.1016/j.jbankfin.2011.02.015
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The return impact of realized and expected idiosyncratic volatility

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Cited by 56 publications
(26 citation statements)
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“…Regression results in table 6b show that a volatility increase predicts a positive abnormal return. This result is consistent with the literature measuring a negative relation between returns and idiosyncratic volatility, see Ang et al (2006) and Peterson and Smedema (2011). In our sample, high idiosyncratic volatility before completion is associated with a 16 The F variance test between the variance in the period before the announcement (vol1_idio) and the variance in the period between announcement and completion (vol2_idio) rejects the null hypothesis of equality in 21% of the cases instead of 5% (significance level of the test) while the F test between the annualized volatility in the period before the announcement and the variance after completion accepts the null of equality in 92% of the cases (test with a significance level of 5%).…”
Section: <Insert Table 6b Around Here>supporting
confidence: 93%
“…Regression results in table 6b show that a volatility increase predicts a positive abnormal return. This result is consistent with the literature measuring a negative relation between returns and idiosyncratic volatility, see Ang et al (2006) and Peterson and Smedema (2011). In our sample, high idiosyncratic volatility before completion is associated with a 16 The F variance test between the variance in the period before the announcement (vol1_idio) and the variance in the period between announcement and completion (vol2_idio) rejects the null hypothesis of equality in 21% of the cases instead of 5% (significance level of the test) while the F test between the annualized volatility in the period before the announcement and the variance after completion accepts the null of equality in 92% of the cases (test with a significance level of 5%).…”
Section: <Insert Table 6b Around Here>supporting
confidence: 93%
“…In comparison, the estimated negative impact of the idiosyncratic volatility on the expected return at the monthly, quarterly, and annual frequencies is more challenging to explain. Peterson and Smedema (2011) and Bhootra and Hur (2011), among others, propose possible explanations for a negative idiosyncratic volatility premium. The gist of their explanations is that stocks with relatively high idiosyncratic volatilities may be overvalued by investors, and thus, such stocks could be associated with relatively low subsequent returns (for an example of this argument, see Peterson and Smedema, 2011, pp.…”
Section: Analysis Of Main Resultsmentioning
confidence: 99%
“…In particular, Peterson and Smedema (2011), among others, note that the effect may significantly affect inference regarding the idiosyncratic volatility premium.…”
Section: Analysis Of January Effect and Additional Robustness Checksmentioning
confidence: 99%
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