In probability theory and statistics, **partial correlation** measures the degree of association between two random variables, with the effect of a set of controlling random variables removed.

Read more about Partial Correlation: Formal Definition, Semipartial Correlation (part Correlation), Use in Time Series Analysis, See Also, External Links

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**Partial Correlation**- External Links

2001), "

**Partial correlation**coefficient", in Hazewinkel, Michiel, Encyclopedia of Mathematics, Springer, ISBN 978-1-55608-010-4 What is a

**partial correlation**? Mathematical formulae in the "Description ...

Correlation And Dependence -

... If a population or data-set is characterized by more than two variables, a partial correlation coefficient measures the strength of dependence between a pair of variables that is not accounted for by the way in which they both change in response to variations in a selected subset of the other variables. ...

**Partial Correlation**... If a population or data-set is characterized by more than two variables, a partial correlation coefficient measures the strength of dependence between a pair of variables that is not accounted for by the way in which they both change in response to variations in a selected subset of the other variables. ...

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“The one-eyed man will be King in the country of the blind only if he arrives there in full possession of his *partial* faculties—that is, providing he is perfectly aware of the precise nature of sight and does not confuse it with second sight ... nor with madness.”

—Angela Carter (1940–1992)

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