Algorithm 6. Homographic transformation of the zeros of a polynomial
Algorithm for simultaneous determination of all roots of algebraic polynomial equations
Algorithmes mixtes asynchrones. Etude de convergence monotone.
Algorithms for Lambda-Matrices.
Algorithms for solution of equations and resulting in Lyapunov stability analysis of linear systems
Algorithms in Unnormalized Arithmetic. II. Unrestricted Polynomial Evaluation.
Algoritmy na výpočet kořenů polynomu
An adaptive continuation process for solving systems of nonlinear equations
An Adaptive Newton Algorithm Based on Numerical Inversion: Regularization as Postconditioner.
An Algorithm For The Solution Of A 2 × 2 System Of Nonlinear Algebraic Equations
An Algorithm for the Zeros of Transcendental Functions.
An application of the induction method of V. Pták to the study of regula falsi
In this paper we introduce the notion of "-dimensional rate of convergence" which generalizes the notion of rate of convergence introduced by V. Pták. Using this notion we give a generalization of the Induction Theorem of V. Pták, which may constitute a basis for the study of the iterative procedures of the form , . As an illustration we apply these results to the study of the convergence of the secant method, obtaining sharp estimates for the errors at each step of the iterative procedure.
An approximation for the zeros of Bessel functions.
An Automatic Search Procedure for Finding Real Zeros.
An Efficient Degree-Computation Method for a Generalized Method of Bisection.
An efficient finite element method for nonlinear diffusion problems
An efficient start system for multi-homogeneous polynomial continuation.
An error estimation for the method of bisection in IR^n
An example of the Heisenberg group
An Example on the Heisenberg Group Related to the Levy Operator.