Panel variance tatio tests based on Maximum Absloute Value, Sum of Squares, and Mean of each cross-sectional units
Usage
Panel.VR(dat, nboot = 500)
Arguments
dat
a T by K matrix of asset returns, K is the munber of cross sectional units and T is length of time series
nboot
the number of wild bootstrap iterations, the default is set to 500
Value
MaxAbs.statthe statistic based on the maximum absolute value of individual statistics
SumSquare.statthe statistic based on the sum of squared value of individual statistics
Mean.statthe statistic based on the mean value of individual statistics
MaxAbs.pvalthe wild bootstrap pvalue based on the maximum absolute value of individual statistics
SumSquare.pvalthe wild bootstrap pvalue based on the sum of squared value of individual statistics
Mean.pvalthe wild bootstrap pvalue based on the mean value of individual statistics
Details
The component statistics are based on the automatic variance ratio test
The set of returns are wild bootstrapped to conserve cross-sectional dependency
References
Kim, Jae H. and Shamsuddin, Abul, A Closer Look at Return Predictability of the US Stock Market: Evidence from a Panel Variance Ratio Test (February 13, 2013).
Available at SSRN: http://ssrn.com/abstract=2217248 or http://dx.doi.org/10.2139/ssrn.2217248