AbstractWe propose a hybrid method to determine all the zeros of a polynomial simultaneously, by combining the single-root method and the simultaneous one. The present method has a high convergence order even for multiple roots by using the Padé approximation
AbstractUsing Newton's and Halley's corrections, some modifications of the simultaneous method for f...
AbstractFor many high-order one-point iteration processes, convergence slows down to order one in ca...
AbstractA new two-point iterative method for solving nonlinear equations is presented. This is a der...
AbstractTwo one parameter families of iterative methods for the simultaneous determination of simple...
AbstractApplying Newton's and Halley's corrections, some modified methods of higher order for the si...
AbstractThe purpose of the paper is to present some procedures for the construction of simultaneous ...
AbstractA new iterative method of the fourth-order for the simultaneous determination of polynomial ...
AbstractApplying Gauss-Seidel approach to the improvements of two simultaneous methods for finding p...
AbstractApplying Hansen-Patrick's formula for solving the single equation f(z) = 0 to a suitable fun...
AbstractUsing a fixed point relation of the square-root type and the basic fourth-order method, impr...
AbstractA parametric family of iterative methods for the simultaneous determination of simple comple...
AbstractSeveral algorithms for simultaneously approximating simple complex zeros of a polynomial are...
AbstractFor the numerical determination of zeros of a complex polynomial by simultaneous iterative m...
AbstractA one parameter family of iterative methods for the simultaneous approximation of simple com...
AbstractA family of iterative methods for simultaneously approximating simple zeros of analytic func...
AbstractUsing Newton's and Halley's corrections, some modifications of the simultaneous method for f...
AbstractFor many high-order one-point iteration processes, convergence slows down to order one in ca...
AbstractA new two-point iterative method for solving nonlinear equations is presented. This is a der...
AbstractTwo one parameter families of iterative methods for the simultaneous determination of simple...
AbstractApplying Newton's and Halley's corrections, some modified methods of higher order for the si...
AbstractThe purpose of the paper is to present some procedures for the construction of simultaneous ...
AbstractA new iterative method of the fourth-order for the simultaneous determination of polynomial ...
AbstractApplying Gauss-Seidel approach to the improvements of two simultaneous methods for finding p...
AbstractApplying Hansen-Patrick's formula for solving the single equation f(z) = 0 to a suitable fun...
AbstractUsing a fixed point relation of the square-root type and the basic fourth-order method, impr...
AbstractA parametric family of iterative methods for the simultaneous determination of simple comple...
AbstractSeveral algorithms for simultaneously approximating simple complex zeros of a polynomial are...
AbstractFor the numerical determination of zeros of a complex polynomial by simultaneous iterative m...
AbstractA one parameter family of iterative methods for the simultaneous approximation of simple com...
AbstractA family of iterative methods for simultaneously approximating simple zeros of analytic func...
AbstractUsing Newton's and Halley's corrections, some modifications of the simultaneous method for f...
AbstractFor many high-order one-point iteration processes, convergence slows down to order one in ca...
AbstractA new two-point iterative method for solving nonlinear equations is presented. This is a der...
DOI
Add to ORKG