If Cij = 1, then the variables are perfectly correlated, whereas if Cij = -1, they are perfectly anticorrelated. The correlation significance is the probability that the observed correlation coefficient could happen by chance if the variables were in fact uncorrelated. Hence, a very small correlation significance means that the variables are probably correlated.
sddscorrelate par.bpm par.cor -column=’*x’
Find the correlations of these readouts with one specific readout only:
sddscorrelate par.bpm par.cor -column=’*x’ -withOnly=P1P1x
sddscorrelate [-pipe=[input][,output]] [inputFile] [outputFile] [-columns=columnNames] [-excludeColumns=columnNames] [-withOnly=columnName] [-rankOrder] [-stDevOutlier[=limit=factor][,passes=integer]]