Advances in iterative Methods for Nonlinear Equations, volume 10 of SEMA SIMAI. Springer International Publishing Switzerland, Switzerland, 2016. Iterative methods.S. Amat, S. Busquier, Advances in iterative methods for nonlinear equations, SEMS SIMAI springer series, Switzerlands, 2016....
Frontiers in Applied Mathematics(共18册),这套丛书还有 《Mathematical and Computational Techniques for Multilevel Adaptive Methods》《The Mathematics of Combustion》《The Mathematics of Reservoir Simulation (Frontiers in Applied Mathematics)》《Mathematical Aspects of Numerical Grid Generation (Frontiers in App...
On iterative methods for nonlinear equations Several iterative methods have been suggested and analyzed for solving nonlinear equation f(x) = 0. All these methods can be classified as one-step and two... MA Noor,KI Noor,WA Khan,... - 《Applied Mathematics & Computation》 被引量: 171发表:...
A brief description of two methods of the Newton type are presented below: Parent topicNumerical Procedures Incremental Control Techniques Termination Schemes Solution Procedures for Nonlinear Problems Nonlinear Dynamic Studies Iterative Solution Methods - Newton-Raphson (NR) Scheme In this scheme, the...
A brief description of two methods of the Newton type are presented below: Parent topicNumerical Procedures Incremental Control Techniques Termination Schemes Solution Procedures for Nonlinear Problems Nonlinear Dynamic Studies Iterative Solution Methods - Newton-Raphson (NR) Scheme In this scheme, th...
With the rapid development of information and engineering technology and wide application of science and technology, nonlinear problems become an important direction of research in the field of numerical calculation and analysis. In this paper, we mainly study modified iterative methods for solving nonlin...
as a tutorial and a reference byan yone who needs to solve nonlinear systems of equations or large linear systems. It may also be used as a textbook for introductorycourses in nonlinear equations or iterative methods or as source material for an introductorycourse in numerical analysis at the ...
We present two classes of iterative methods whose orders of convergence are four and five, respectively, for solving systems of nonlinear equations, by using the technique of weight functions in each step. Moreover, we show an extension to higher order, adding only one functional evaluation of ...
In this article, we consider iterative operator-splitting methods for nonlinear differential equations with bounded and unbounded operators. The main feature of the proposed idea is the embedding of Newton's method for solving the split parts of the nonlinear equation at each step. The convergence ...
Nonlinear Static Studies In nonlinear static analysis, the basic set of equations to be solved at any “time” step, t+Δt, is: t+Δt{R} - t+Δt{F} = 0, where:t+Δt{R} = Vector of externally applied nodal loads t+Δt{F} = Vector of internally generated nodal forces. ...