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SufficientStautistic t1_iyq8qsw wrote

Levenberg-Marquardt

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jarekduda OP t1_iyq9dj9 wrote

It is regularized Gauss-Newton, which is generally quite suspicious: approximates Hessian with positive defined ... for extremely non-convex function.

How does it change the landscape of extrema?

Is it used for NN training? K-FAC uses kind of related Fisher information approximation to positive defined.

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serge_cell t1_iyv2zag wrote

3D Localization/Registration/Reconstruction are traditional area of use for regularized Gauss-Newton and all are highly non-convex. The trick is to strat in nearly-convex area, sometimes after several tries, and/or convexify with regularizers and/or sensors fusion.

K-FAC seems stable enough but quite complex in implementation. It's identical to low-dimentional-blocks approximation of Gauss-Newton. Fisher information is only decoration.

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