Evaluates the Sum of Squares Due to Regression (SSR) for the (multi-linear) regression considered.
The Sum of Squares Due to Regression (SSR) for the (multi-linear) regression considered.
The SSR is the sum of the squares of the distance in the y-coordinate between the regression function and the mean of coordinates values in the data points. That is, SSR is evaluated as follows:
SSR = Sum of (Ri - Mean)2,
where Ri is the value of regression function evaluated at the i-th data point, and
Mean is the mean of the y-coordinates of the data points. The SSR measures how much of the variability
is explained by the regression model.
Please note that before this method is called you must have already performed the following tasks:
GeneralLinear Class | WebCab.Libraries.Statistics.CurveFitting Namespace