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Riemannian Newton method for positive bounded Hessian functions
Authors:Gabriel Bercu
Affiliation:(1) Faculty of Science Department of Mathematics, University “Dunarea de Jos” of Galati, Str. Domneasca, nr. 47, 6200 Galati, Romania
Abstract:
In this work we study Newton type method for functions on Riemannian manifolds whose Hessian satisfies a double inequality. The main results refer to global convergence and convergence rate estimates.
Keywords:Riemannian Newton method  convergence rate
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