We present local and semilocal convergence results for secant-like methods in order to approximate a locally unique solution of a nonlinear equation in a Banach space setting. Finally, we present some applications from generalized g-fractional calculus involving Canavati-type functions
We provide a semi-local convergence analysis for a class of iterative methods under generalized cond...
We present two new semilocal convergence analyses for secant-like methods in order to approximate a ...
We present two new semilocal convergence analyses for secant-like methods in order to approximate a ...
We present local and semilocal convergence results for secant-like methods in order to approximate a...
We present local and semilocal convergence results for secant-like methods in order to approximate a...
The main aim of the paper is to develop suitable algorithms for solving equations on Banach spaces. ...
The main aim of the paper is to develop suitable algorithms for solving equations on Banach spaces. ...
We approximated solutions of some iterative methods on a generalized Banach space setting in [5]. Ea...
The aim of this paper is utilize proper iterative methods for solving equations on Banach spaces. Th...
We present a semilocal convergence study of Newton-type methods on a generalized Banach space settin...
We present a semilocal convergence study of Newton-type methods on a generalized Banach space settin...
The novelty of this chapter is the design of suitable algorithms for solving equations on Banach spa...
The novelty of this paper is the design of suitable iterative methods for generating a sequence appr...
The objective in this study is to use generalized iterative procedures in order to approximate solut...
We present a local as well as a semilocal convergence analysis for some iterative algorithms in orde...
We provide a semi-local convergence analysis for a class of iterative methods under generalized cond...
We present two new semilocal convergence analyses for secant-like methods in order to approximate a ...
We present two new semilocal convergence analyses for secant-like methods in order to approximate a ...
We present local and semilocal convergence results for secant-like methods in order to approximate a...
We present local and semilocal convergence results for secant-like methods in order to approximate a...
The main aim of the paper is to develop suitable algorithms for solving equations on Banach spaces. ...
The main aim of the paper is to develop suitable algorithms for solving equations on Banach spaces. ...
We approximated solutions of some iterative methods on a generalized Banach space setting in [5]. Ea...
The aim of this paper is utilize proper iterative methods for solving equations on Banach spaces. Th...
We present a semilocal convergence study of Newton-type methods on a generalized Banach space settin...
We present a semilocal convergence study of Newton-type methods on a generalized Banach space settin...
The novelty of this chapter is the design of suitable algorithms for solving equations on Banach spa...
The novelty of this paper is the design of suitable iterative methods for generating a sequence appr...
The objective in this study is to use generalized iterative procedures in order to approximate solut...
We present a local as well as a semilocal convergence analysis for some iterative algorithms in orde...
We provide a semi-local convergence analysis for a class of iterative methods under generalized cond...
We present two new semilocal convergence analyses for secant-like methods in order to approximate a ...
We present two new semilocal convergence analyses for secant-like methods in order to approximate a ...
DOI
Add to ORKG