Fractal and Design of Multipoint Iterative Methods for Nonlinear Problems
Topic Information
Dear Colleagues,
Solving nonlinear equations is an important problem in the areas of science and technology. The multipoint iterative method is a class of efficiency methods for solving nonlinear equations that can reach high convergence orders with less computational cost. In recent years, with the rapid development of computer technology, research on the multipoint iterative method has also developed rapidly. The main aim of this Topic is to show some research results of the multipoint iterative method. We welcome manuscripts that consider, but are not limited to, the following areas: Study of the stability of the multipoint iterative method by using complex and real dynamics; Fractional order multipoint iterative method for solving nonlinear equations; Design of Newton-type iterative method with and without memory; Design of Steffensen-type iterative method with and without memory; Application of the multipoint iterative method for solving matrix sign function; Application in ODEs/PDEs/SDEs.
Dr. Xiaofeng Wang
Dr. Fazlollah Soleymani
Topic Editors
Keywords
- multipoint iterative method
- nonlinear equations
- dynamical analysis
- basin of attractor
- convergence order
- iterative method for matrix sign function
- with memory
- Steffensen-type iterative method
- Newton-type iterative method
- computational efficiency
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