Table 8.

The impact of day trading on stock volatility (two-stage regression)

Dependent: Sigma
Regression models(1)(2)(3)(4)
Intercept−58.297*** (0.000)−25.936*** (0.000)−24.926*** (0.000)−58.075*** (0.000)
DV0.178*** (0.000)0.330*** (0.000)0.536*** (0.000)0.164*** (0.000)
Turnover38.156*** (0.000)3.379 (0.328)
Retp0.500*** (0.000)0.493*** (0.000)
Retn−0.594*** (0.000)−0.589*** (0.000)
DR−0.439 (0.208)−0.457 (0.192)−0.469 (0.181)−0.439 (0.209)
Size−2.241*** (0.000)−3.238*** (0.000)−2.595*** (0.000)−2.299*** (0.000)
MI17.076*** (0.000)10.117*** (0.000)9.167*** (0.000)17.085*** (0.000)
Weekday_EffectYesYesYesYes
Month_EffectYesYesYesYes
Adjusted-R20.0290.0220.0210.029
N137,253137,253137,253137,253

Note:

The following is the regression model for the analysis of the impact of day trading on stock volatility using two-stage regression:

Sigmat,i=α+β1DVt,i+β2Turnovert,i+β3Retpt,i+β4Retnt,i+β5DRi+β6Sizei+β7MIt+εt

where Sigmat,i is the stock volatility, DVt,i is the day trading volume, Turnovert,i is the turnover rate and Retpt,i and Retnt,i are positive and negative returns, respectively. All aforementioned variables are for stock i at day t. Moreover, DRt is the debt ratio for stock i, Sizet is the logarithm market value for stock i and MIt is the stock market index at day t. This table reports the results of the second stage of the regression analysis. The p-values are in parentheses.

***denotes the significance at the 1%

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