Large scale nonlinear systems of equations can be solved by means of inexact quasi-Newton methods. A global convergence theory is introduced that guarantee.
Nov 11, 2002 · Newton's method is the most widely used algorithm for solving nonlinear systems of equa- tions in real-life applications.
Large scale nonlinear systems of equations can be solved by means of inexact quasi-. Newton methods. A global convergence theory is introduced that ...
In this paper, we propose a Projected Inexact Quasi-Newton Method (PIQN) to solve nonlinear systems of equations with nonnegative constraints.
People also ask
What are the 3 methods in solving system of nonlinear equations?
What are the quasi Newton methods?
What is inexact Newton's method?
What is the Newton Raphson method for nonlinear analysis?
Abstract. Large scale nonlinear systems of equations can be solved by means of inexact quasi-Newton methods. A global convergence theory is introduced that ...
Inexact Newton methods are formulated that incorporate features designed to improve convergence from arbitrary starting points.
, Pages 1-7. Nonlinear Analysis: Theory, Methods & Applications. Quasi-inexact-Newton methods with global convergence for solving constrained nonlinear systems*.
Feb 14, 2007 · ... Globally convergent inexact quasi-Newton methods for solving nonlinear systems. Numer. Algorithms,. 32, 249-260. [4] Bonettini, S., 2005, A ...
Jun 5, 2018 · Abstract. In this paper, we propose a globally convergent method for solving constrained nonlinear sys- tems. The method combines an ...
The primary goal is to introduce and analyze new inexact Newton methods, but consideration is also given to “globalizations” of (exact) Newton's method that can ...