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Multiple correlation

Artificial Intelligence Multiple comparisonsMultiple Linear Regression

The Multiple Correlation Coefficient plays a central role in Multiple Linear Regression, as R² is then equal to the ratio of the explained variance to the total variance, and is therefore a measure of the quality of the regression.

 


One software package computes exact confidence intervals for the population squared multiple correlation, following the approach of Steiger and Fouladi (1992).

See also: Variance, Distribution, Correlation coefficient, Regression, Data mining

Artificial Intelligence Multiple comparisonsMultiple Linear Regression

 
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