β Scribed by Jinhai Chen; Ioannis K. Argyros; Ravi P. Agarwal
No coin nor oath required. For personal study only.
The semi-local convergence of a Newton-type method used to solve nonlinear equations in a Banach space is studied. We also give, as two important applications, convergence analyses of two classes of two-point Newton-type methods including a method mentioned in [5] and the midpoint method studied in . Recently, interest has been shown in such methods .
π SIMILAR VOLUMES
It is known that the scattering of a low-energy particle by a potential of a small radius of action is satisfactorily described by the s-wave alone. I n the present paper we give a method for obtaining functions by means of which the scattering of particle on two localized potentials separated by an
In this study procedures for overcoming limit and bifurcation points in large-scale structural analysis problems are described and evaluated. The methods are based on Newton's method for the outer iterations, while for the linearized problem in each iteration the preconditioned truncated Lanczos met