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Padé table

Known as: Pade table, Padé table for exponential function 
In complex analysis, a Padé table is an array, possibly of infinite extent, of the rational Padé approximants Rm, n to a given complex formal power… 
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Papers overview

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1996
1996
We investigate the relationships among the Pade table, continued fraction expansions and perfect reconstruction (PR) filter banks… 
1996
1996
A new look-ahead algorithm for recursively computing Padé approximants is introduced. It generates a subsequence of the Pad… 
1994
1994
For computing Pad e approximants, we present presumably stable recursive algorithms that follow two adjacent rows of the Pad e… 
Review
1993
Review
1993
We first review briefly the Newton-Padé approximation problem and the analogous problem with additional interpolation conditions… 
1992
1992
This paper introduces the notion of apower Hermite Padé approximant, a generalization of the classical scalar Hermite Pad… 
1989
1989
This paper investigates the structure and degeneracy in the table of quadratic Hennite-Pade forms. In §2 it is noted that a space… 
1988
1988
This paper offers a general result on the problem whether there exists an infinite subsequence of [L/M](z) approximants from the… 
Review
1976
Review
1976
Abstract : In this paper we survey recent results and present some new theorems on the behavior of Pade approximants for e(-z… 
1974
1974
Abstract : The Pade table of a formal power series is a natural extension of the Taylor series to rational functions. It has… 
1972
1972
Simple recursion formulas are presented for computing the coefficients in the Pade table of a power series f(x). A Fortran…