The Covariation analysis can measure several statistical indicators on a rolling basis:

  • standard deviation
  • correlation
  • covariance
  • linear regression intercept (alpha)
  • linear regression slope (beta)


Covariation type

Select the type of statistical indicator you want to calculate.


Select the series that will be used as explanatory in the calculation. This setting is not available for standard deviation.


Select the rolling window for your calculation.


Check this if you want the output series to be annualized. This is only available for standard deviation and covariance.


Rolling correlation

In this example, we used the covariation analysis to calculate the correlation between the US ISM PMI and the S&P 500 (transformed in YoY % change) on a rolling window of 5 years.

We duplicated the S&P 500 series in Series list. We did this because the series that is used in the analysis will be graphed as the rolling correlation, and we want to include the original series in the graph as well.

Regression slope (beta)

Here, we used the  analysis to measure the  slope (i.e the ) for two stocks  to the index they belong to the S&P 500 We decided to  the  slope on a rolling window of 1 year.

Prior to adding the Covariation analysis, we applied a rate of change to transform the data into daily performance (→ Change over period %, length: 1 .)