Sinks in Newton’s means

Tomasz Nowicki

doi:10.1007/s002220100131

Inventiones Mathematicae

Paper

01 Dec 2001

Sinks in Newton's means

View publication

Abstract

The iterates of the dynamical system defined by Newton's means for n ≥ 2 complex variables converge rapidly to a point of equal coordinates when the convex hull of starting points does not contain 0. © Springer-Verlag 2001.

Paper

On L ^«convergence of the Hamiltonian Monte Carlo

Soumyadip Ghosh, Yingdong Lu, et al.

Journal of Applied Analysis

Paper

Neural Network Training With Asymmetric Crosspoint Elements

Murat Onen, Tayfun Gokmen, et al.

Frontiers in Artificial Intelligence

Paper

On L² convergence of the Hamiltonian Monte Carlo

Soumyadip Ghosh, Yingdong Lu, et al.

Applied Mathematics Letters

Paper

Polynomial convergence of iterations of certain random operators in Hilbert space

Soumyadip Ghosh, Yingdong Lu, et al.

Journal of Applied Analysis

View all publications

Abstract

Related

On L «convergence of the Hamiltonian Monte Carlo

Neural Network Training With Asymmetric Crosspoint Elements

On L2 convergence of the Hamiltonian Monte Carlo

Polynomial convergence of iterations of certain random operators in Hilbert space

On L ^«convergence of the Hamiltonian Monte Carlo

On L² convergence of the Hamiltonian Monte Carlo