2008
DOI: 10.1016/j.irfa.2006.10.006
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Idiosyncratic volatility and equity returns: UK evidence

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Cited by 28 publications
(19 citation statements)
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“…For the creation of size portfolios, we use median by following Fama and French (1993 Table 1 shows that idiosyncratic volatility is the largest component of total volatility irrespective of the size and employed weighting scheme, similar to findings of Campbell et al (2001), Goyal and Santa Clara (2003) for the US market and Angelidis and Tessaromatis (2008) for the UK market. The average idiosyncratic volatility represents between 64.62% and 98.17% of total average volatility and therefore market variance is only fraction of the total variance.…”
Section: A Data and Methodologymentioning
confidence: 74%
See 1 more Smart Citation
“…For the creation of size portfolios, we use median by following Fama and French (1993 Table 1 shows that idiosyncratic volatility is the largest component of total volatility irrespective of the size and employed weighting scheme, similar to findings of Campbell et al (2001), Goyal and Santa Clara (2003) for the US market and Angelidis and Tessaromatis (2008) for the UK market. The average idiosyncratic volatility represents between 64.62% and 98.17% of total average volatility and therefore market variance is only fraction of the total variance.…”
Section: A Data and Methodologymentioning
confidence: 74%
“…Nonetheless French et al (1987) pointed out that non-synchronous trading of securities causes daily portfolio returns to be autocorrelated, particularly at on lag one. So, the second term of the Equation 1 adjusts the variance to the autocorrelation of the stock returns (Angelidis and Tessaromatis, 2008).…”
Section: Measuring Idiosyncratic Riskmentioning
confidence: 99%
“…Angelidis and Tessaromatis (2008a) found that the small stocks idiosyncratic volatility is strong predictor of the small capitalization premium of market returns. Angelidis and Tessaromatis (2008b) argued that there was a positive relationship between the equally weighted measure of idiosyncratic risk and subsequent stock returns, but no relation was found between the value weighted measure of idiosyncratic riskwhich by construction over-weights large capitalization stocks -and future market returns.…”
Section: Introductionmentioning
confidence: 99%
“…Method of Campbell et al (2001) was used to calculate unsystematic risks and also in steps of testing hypothesis by using SPSS, the following results are presented: Table I shows that unsystematic volatility is the largest component of total volatility irrespective of the size, similar to findings of Campbell et al (2001), Goyal and Santa Clara(2003) for the US market and Angelidis and Tessaromatis (2008) for the UK market. The average idiosyncratic volatility represents between 70% and 95% of total average volatility and therefore market variance is only fraction of the total variance.…”
Section: The Analysis Of the Studymentioning
confidence: 61%
“…For instance, in Germany and the U.K, one can apply the study Drew et al (2006) on all listed companies in Germany and the U.K from 1991 to 2001 by using monthly data of unsystematic risks fluctuations and stocks returns, the study proved that unsystematic risks fluctuations are a good tool for explaining expected returns as well as study of Angelidis and Tessaromatis (2008)that applied to all shares trended in London stock exchange market from 13/12/1979 to 30/09/2003, depending on monthly data for unsystematic risks fluctuations and stocks returns by the study of Campbell et al,. Also the study proved that small capitalisation stocks fluctuations affect assets pricing, as well as the small stocks of unsystematic risks fluctuations depend on the market returns.…”
Section: Literature Reviewmentioning
confidence: 99%