AbstractIn this paper several examples belonging to different topics in Numerical Analysis are considered, making use of certain two-point Padé type Approximants with a single pole. Results about convergence and error estimations are given
Let f(z) be a Stieltjes function with asymptotic expansions L 0 and L1 at z = 0 and z = 1 respective...
AbstractIn the theory of Padé approximation locally uniform convergence has been proved only for spe...
Let f(z) be a Stieltjes function with asymptotic expansions L0 and L∞ at z=0 and z=∞ respectively. L...
AbstractIn this paper several examples belonging to different topics in Numerical Analysis are consi...
AbstractIn this paper, we first give characterization theorems for the best two-point Padé-type appr...
AbstractAlgorithms are developed to compute simultaneously the poles of functions represented by con...
A multipoint Padë approximant, R, to a function of Stieltjes1 type is determined.The function R has ...
AbstractWe investigate by means of analysis and numerical examples the range of applicability of the...
AbstractIn a recent paper Sidi considered the two-point Padé approximants to a function for which fo...
AbstractRecently McCabe and Murphy have considered the two-point Padé approximants to a function for...
AbstractPadé approximants are a natural generalization ofTaylor polynomials; however instead of poly...
AbstractIn this paper the concept of partial Padé approximation, introduced by Claude Brezinski, is ...
AbstractIn this paper we will give an integral representation of the error for the generalized Padé ...
AbstractPadé and Padé-type approximants are usually defined by replacing the function (1 − xt)−1 by ...
Abstract:The convergence theorem of de Montessus de Ballore type is satisfactory also for multipoint...
Let f(z) be a Stieltjes function with asymptotic expansions L 0 and L1 at z = 0 and z = 1 respective...
AbstractIn the theory of Padé approximation locally uniform convergence has been proved only for spe...
Let f(z) be a Stieltjes function with asymptotic expansions L0 and L∞ at z=0 and z=∞ respectively. L...
AbstractIn this paper several examples belonging to different topics in Numerical Analysis are consi...
AbstractIn this paper, we first give characterization theorems for the best two-point Padé-type appr...
AbstractAlgorithms are developed to compute simultaneously the poles of functions represented by con...
A multipoint Padë approximant, R, to a function of Stieltjes1 type is determined.The function R has ...
AbstractWe investigate by means of analysis and numerical examples the range of applicability of the...
AbstractIn a recent paper Sidi considered the two-point Padé approximants to a function for which fo...
AbstractRecently McCabe and Murphy have considered the two-point Padé approximants to a function for...
AbstractPadé approximants are a natural generalization ofTaylor polynomials; however instead of poly...
AbstractIn this paper the concept of partial Padé approximation, introduced by Claude Brezinski, is ...
AbstractIn this paper we will give an integral representation of the error for the generalized Padé ...
AbstractPadé and Padé-type approximants are usually defined by replacing the function (1 − xt)−1 by ...
Abstract:The convergence theorem of de Montessus de Ballore type is satisfactory also for multipoint...
Let f(z) be a Stieltjes function with asymptotic expansions L 0 and L1 at z = 0 and z = 1 respective...
AbstractIn the theory of Padé approximation locally uniform convergence has been proved only for spe...
Let f(z) be a Stieltjes function with asymptotic expansions L0 and L∞ at z=0 and z=∞ respectively. L...
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