How to find uncertainties of estimated parameters in Levenberg- Marquardt algorithm
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Hello I have used Levenberg-Marquardt algorithm in 3 parameter problem but I unable to estimate uncertainties associated with it, Please help me in this regard
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chris
2025-7-9
You can use Laplace's approximation.
After Levenberg Marquardt (LM) has converged, take the (negative of the) Hessian at that point. This is equal to the precision matrix (inverse of covariance matrix) for a multivariate Gaussian distribution over your parameters.
The location parameter of this distribution is of course just the solution provided by LM.
Note that you do not want to approximate the Hessian with the Jacobian!
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