Convergence analysis of Riemannian Gauss-Newton methods and its connection with the geometric condition number

We obtain estimates of the multiplicative constants appearing in local convergence results of the RiemannianGauss–Newton method for least squares problems on manifolds and relate them to the geometric conditionnumber of [P. Buergisser and F. Cucker, Condition: The Geometry of Numerical Algorithms, 2013].

Jaar van publicatie:2018

BOF-keylabel:ja

IOF-keylabel:ja

BOF-publication weight:3

CSS-citation score:2

Auteurs:International

Authors from:Higher Education

Toegankelijkheid:Open