AbstractIt is shown that a globally convergent zero finding method named the numerical integration error method (NIEM) can be applied to functions in a certain class of analytic functions including exponential type. Some results of numerical experiments are given
summary:In this paper Zadunaisky's technique is used to estimate the global error propagated in the ...
By the wide use of personal computers, the practical value of numerical integration methods are reco...
AbstractIn this paper several nonlinear techniques, mainly based on the use of Padé approximation an...
AbstractIt is shown that a globally convergent zero finding method named the numerical integration e...
Here we report building a numerical method for finding the zeros of a function of one real variable ...
In this paper, two methods are described for obtaining estimates of the error of rational functions ...
In this paper, two methods are described for obtaining estimates of the error of rational functions ...
Computing all the zeros of an analytic function and their respective multiplicities, locating cluste...
The study of the numerical error that can occur in solving systems is an important topic. In various...
AbstractWe consider the quadrature method developed by Kravanja et al. (BIT 39 (4) (1999) 646) for c...
A numerical method for computing zeros of analytic complex functions is presented. It relies on Cauc...
A decision procedure for integrating a class of transcendental elementary functions in terms of elem...
Considered the problem of optimization of the process of constructing specialized algorithms for the...
AbstractA family of iterative methods for simultaneously approximating simple zeros of analytic func...
AbstractWe describe methods for the numerical calculation of integrals with verified error bounds. T...
summary:In this paper Zadunaisky's technique is used to estimate the global error propagated in the ...
By the wide use of personal computers, the practical value of numerical integration methods are reco...
AbstractIn this paper several nonlinear techniques, mainly based on the use of Padé approximation an...
AbstractIt is shown that a globally convergent zero finding method named the numerical integration e...
Here we report building a numerical method for finding the zeros of a function of one real variable ...
In this paper, two methods are described for obtaining estimates of the error of rational functions ...
In this paper, two methods are described for obtaining estimates of the error of rational functions ...
Computing all the zeros of an analytic function and their respective multiplicities, locating cluste...
The study of the numerical error that can occur in solving systems is an important topic. In various...
AbstractWe consider the quadrature method developed by Kravanja et al. (BIT 39 (4) (1999) 646) for c...
A numerical method for computing zeros of analytic complex functions is presented. It relies on Cauc...
A decision procedure for integrating a class of transcendental elementary functions in terms of elem...
Considered the problem of optimization of the process of constructing specialized algorithms for the...
AbstractA family of iterative methods for simultaneously approximating simple zeros of analytic func...
AbstractWe describe methods for the numerical calculation of integrals with verified error bounds. T...
summary:In this paper Zadunaisky's technique is used to estimate the global error propagated in the ...
By the wide use of personal computers, the practical value of numerical integration methods are reco...
AbstractIn this paper several nonlinear techniques, mainly based on the use of Padé approximation an...
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