AbstractWe present a method in which the Padé approximant is used to calculate the asymptotic behavior of a function from the first few terms of its power series. We illustrate this method by two examples and give a partial justification of it. One of the examples is a calculation of the binding energy of a Fermi gas of hard spheres
AbstractIn this paper we will give an integral representation of the error for the generalized Padé ...
Remainder Padé Approximation (RPA) consists in adding to the n-th partial sum of a series a suitable...
We present a method to sum Borel- and Gevrey-summable asymptotic series by matching the series to be...
AbstractWe present a method in which the Padé approximant is used to calculate the asymptotic behavi...
This paper is devoted to an overview of the basic properties of the Padé transformation and its gene...
AbstractWe investigate by means of analysis and numerical examples the range of applicability of the...
We present a method of estimating perturbative coefficients in Quantum Field Theory using Padé Appro...
AbstractEstimates are made of the effect of perturbations of the power series coefficients on the co...
In recent years Pade approximants have proved to be one of the most useful computational tools in ma...
The diagonal Padé approximants of the perturbation series for the eigenvalues of the anharmonic osci...
In this chapter, we describe the applications of asymptotic methods to the problems of mathematical ...
AbstractQuestions related to the convergence problem of diagonal Padé approximants are discussed. A ...
AbstractEiermann (this journal, 1984) has extended a summability theorem by Okada and applied it to ...
AbstractFor a vector of k + 1 power series we introduce two new types of rational approximations, th...
Copyright © 2014 Abdellah Hamdaoui et al. This is an open access article distributed under the Creat...
AbstractIn this paper we will give an integral representation of the error for the generalized Padé ...
Remainder Padé Approximation (RPA) consists in adding to the n-th partial sum of a series a suitable...
We present a method to sum Borel- and Gevrey-summable asymptotic series by matching the series to be...
AbstractWe present a method in which the Padé approximant is used to calculate the asymptotic behavi...
This paper is devoted to an overview of the basic properties of the Padé transformation and its gene...
AbstractWe investigate by means of analysis and numerical examples the range of applicability of the...
We present a method of estimating perturbative coefficients in Quantum Field Theory using Padé Appro...
AbstractEstimates are made of the effect of perturbations of the power series coefficients on the co...
In recent years Pade approximants have proved to be one of the most useful computational tools in ma...
The diagonal Padé approximants of the perturbation series for the eigenvalues of the anharmonic osci...
In this chapter, we describe the applications of asymptotic methods to the problems of mathematical ...
AbstractQuestions related to the convergence problem of diagonal Padé approximants are discussed. A ...
AbstractEiermann (this journal, 1984) has extended a summability theorem by Okada and applied it to ...
AbstractFor a vector of k + 1 power series we introduce two new types of rational approximations, th...
Copyright © 2014 Abdellah Hamdaoui et al. This is an open access article distributed under the Creat...
AbstractIn this paper we will give an integral representation of the error for the generalized Padé ...
Remainder Padé Approximation (RPA) consists in adding to the n-th partial sum of a series a suitable...
We present a method to sum Borel- and Gevrey-summable asymptotic series by matching the series to be...
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