Monthly Archives: June 2010

Lagrangian rejection and fitting/2

Summarizing the previous article: we have a set of samples, mostly affected by errors having a Gaussian distribution. Zero or more of the samples may be outliers, that is affected by exceptional errors which do not fit in the Gaussian … Continue reading

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Lagrangian rejection and fitting

Fitting a mathematical model to a set of samples (eg fitting a sphere to a set of 3D cartesian points supposed to lie on its surface) is not an easy task. The samples usually come from measurement and as such, … Continue reading

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