1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.NA2018
Semilocal Convergence Analysis for Two-Step Newton Method under Generalized Lipschitz Conditions in Banach Spaces
Yonghui Ling, Juan Liang
In the present paper, we consider the semilocal convergence problems of the two-step Newton method for solving nonlinear operator equation in Banach spaces. Under the assumption th…
math.NA2013
A Globally Convergent Inexact Newton-Like Cayley Transform Method for Inverse Eigenvalue Problems
Yonghui Ling, Xiubin Xu
We propose a inexact Newton method for solving inverse eigenvalue problems (IEP). This method is globalized by employing the classical backtracking techniques. A global convergence…
math.NA2012★ 1 cited
Semilocal Convergence Behavior of Halley's Method Using Kantorovich's Majorants Principle
Yonghui Ling, Xiubin Xu
The present paper is concerned with the semilocal convergence problems of Halley's method for solving nonlinear operator equation in Banach space. Under some so-called majorant con…