Herbert Stahl

发表

Scientific Foundations - Identification et déconvolution

José Grimm, Laurent Baratchart, Andrea Gombani, 2002 .

Eine Methode zur graphischen Darstellung multivariater Daten

Herbert Stahl, 1981 .

An extension of the ' 1/9 '-problem

Herbert Stahl, Thomas Schmelzer, T. Schmelzer, 2009, J. Comput. Appl. Math..

Asymptotic Error Estimates for L2 Best Rational Approximants to Markov Functions

Laurent Baratchart, Franck Wielonsky, Herbert Stahl, 2001, J. Approx. Theory.

Quadratic Hermite-Padé polynomials associated with the exponential function

Herbert Stahl, H. Stahl, 2003, J. Approx. Theory.

From Taylor to quadratic Hermite-Padé polynomials.

Herbert Stahl, H. Stahl, 2006 .

Best uniform rational approximation ofxα on [0, 1]

Herbert Stahl, H. Stahl, 2003 .

The convergence of Padé approximants to functions with branch points

Herbert Stahl, H. Stahl, 1997 .

Diagonal Padé approximants to hyperelliptic functions

Herbert Stahl, H. Stahl, 1996 .

Convergence of Rational Interpolants ∗

Herbert Stahl, H. Stahl, 1996 .

The convergence of diagonal Padé approximants and the Padé conjecture

Herbert Stahl, 1997 .

Conjectures around the baker-gammel-wills conjecture

Herbert Stahl, 1997 .

Best uniform rational approximation of $x^\alpha$ on $[0,1]$

Herbert Stahl, 1993 .

Non-uniqueness of rational best approximants

Laurent Baratchart, Herbert Stahl, F. Wielonsky, 1999 .

Orthogonal polynomials with complex-valued weight function, II

Herbert Stahl, H. Stahl, 1986 .

WEIGHTED EXTREMAL DOMAINS AND BEST RATIONAL APPROXIMATION

Laurent Baratchart, Herbert Stahl, L. Baratchart, 2011 .

Extremal domains associated with an analytic function I

Herbert Stahl, H. Stahl, 1985 .

Three different approaches to a proof of convergence for Padé approximants

Herbert Stahl, H. Stahl, 1987 .

The structure of extremal domains associated with an analytic function

Herbert Stahl, H. Stahl, 1985 .

General Orthogonal Polynomials

Vilmos Totik, Herbert Stahl, V. Totik, 1992 .

Asymptotic Uniqueness of Best Rational Approximants of Given Degree to Markov Functions in L 2 of the Circle

Laurent Baratchart, Franck Wielonsky, Herbert Stahl, 1998 .

Spurious poles in Pade´ approximation

Herbert Stahl, H. Stahl, 1998 .

Uniform rational approximation of |X|

Herbert Stahl, H. Stahl, 1993 .

Type II HermitePad approximation to the exponential function

Walter Van Assche, Arno B. J. Kuijlaars, Franck Wielonsky, 2005 .

On the convergence of generalized Padé approximants

Herbert Stahl, H. Stahl, 1989 .

Orthogonal polynomials with complex-valued weight function, I

Herbert Stahl, H. Stahl, 1986 .