Evaluates the multiple R2 (aka multiple coefficient of determination) of the (multi-linear) regression considered.
The multiple R2 (aka multiple coefficient of determination) of the (multi-linear) regression considered.
The multiple coefficient of determination is a measure of the goodness of fit for the linear regression equation. Moreover,
the statistics can be viewed as the proportion of the variability in the dependent variable that can be explained by the multiple
regression equation (see example below). The multiple R2 will lie within the interval [0,1], where the
closer to 1 the better the predictive ability of the model.
If the multiple linear regression equation represents the time taken to complete a bus route where the model has two variables:
the length (in kms) of the bus route and the number of stops on the route. If the multiple R2 of this regression equation is 0.95,
then it means that 95 percentage of the variability of the travel time to complete a route is explained by the estimated
multiple regression equation with the length of the bus route and number of stops as the independent variables.
Please note that before this method is called you must have already performed the following tasks:
GeneralLinear Class | WebCab.Libraries.Statistics.CurveFitting Namespace | RSquaredAdjusted() - Evaluates the Adjusted R2 which safe guards against the over-estimation of the effect of adding additional variables to a model.