Cross Validated Asked on December 29, 2021
I am debating whether to use Pearson’s correlation or Kendall’s tau on a set of data. While linear relationships among subsets of the data are reasonable, I am deeply skeptical that they exist throughout the data, so I am reluctant to use Pearson’s correlation. Also, while I’ve read on Research Gate that Kendall’s tau is preferable to Spearman’s rho for smaller data samples (like mine), I also read that it’s used generally for ordinal data — which brings me back to Pearson’s metric.
Keeping in mind that the results from the "winning" method will be inputted into a copula that will be involved in a week-long simulation, I’d like to get it right the first time, and was hoping your advice could steer me in the right direction.
Thank you!
Correlation coefficient is not robust enough to say there's a relationship or not, as it's somehow just care about a small range of relationships, such (linear relationship) in case of Pearson's correlation coefficient.
In time-series data, the correlation coefficient is useless as there's a complex relation (i.e. there's no linear nor ranking relationship), you could try Arima model instead.
Answered by 4.Pi.n on December 29, 2021
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