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// Calculate the root mean square error, adjusted for degrees of freedom of the transform
// Caveat: The number of DoFs is assumed to be even (as each control point fixes two degrees of freedom).
error = std::sqrt( ( sumVxSquare + sumVySquare ) / ( nPointsEnabled - mGeorefTransform.minimumGcpCount() ) );
/**
* Calculates root mean squared error for the currently active
* ground control points and transform method.
* Note that the RMSE measure is adjusted for the degrees of freedom of the
* used polynomial transform.
* \param error out: the mean error
* \returns TRUE in case of success
*/
bool calculateMeanError( double &error ) const;
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agiudiceandrea
changed the title
Georeferencer: it is not clear how the RMS error value is calculated and why
Georeferencer: it is not specified how the RMS error value is calculated and why
Nov 27, 2023
Description
In the Georeferencer documentation it is not specified how the RMS error value is calculated and why.
See https://gis.stackexchange.com/questions/397377/qgis-mean-error-rmse-qgis-georeferencer.
See also: https://issues.qgis.org/issues/2731 / qgis/QGIS#12791 / qgis/QGIS@4d46f19 by @mhugent.
Some hints:
Page URL: https://docs.qgis.org/testing/en/docs/user_manual/working_with_raster/georeferencer.html#define-the-transformation-settings
The text was updated successfully, but these errors were encountered: