Scinovex
Physical Sciences → Mathematics → Numerical Analysis

Iterative Methods for Nonlinear Equations

This cluster of papers focuses on the convergence analysis and improvement of iterative methods, particularly Newton's method, for solving nonlinear equations. It explores higher-order methods, quadrature formulas, local convergence in Banach spaces, and derivative-free approaches to handle multiple roots.

30.7K works worldwide310K citations
Newton's MethodIterative MethodsConvergence AnalysisNonlinear EquationsHigher-Order MethodsQuadrature FormulasLocal ConvergenceMultiple RootsDerivative-Free MethodsBanach Spaces

Journals publishing in this area

1Applied Mathematics and Computation cover
Applied Mathematics and Computation
ISSN 0096-30031,701 articles in this topic
195h-index
2Mathematics of Computation cover
Mathematics of Computation
ISSN 0025-57181,012 articles in this topic
322h-index
3American Mathematical Monthly cover
American Mathematical Monthly
ISSN 0002-9890795 articles in this topic
291h-index
4Computers & Mathematics with Applications cover
Computers & Mathematics with Applications
ISSN 0898-1221612 articles in this topic
231h-index
5International Journal of Physics and Mathematics cover
International Journal of Physics and Mathematics
ISSN 2664-86364 articles in this topic
3h-index