A convergence problem for rational interpolants with preassigned poles: Research problem 96-1
The authors discuss the plausible conjecture concerning the convergence of the Padé-type approximants (here: the rational approximants \(P/Q\) with preassigned poles) to the analytic function \(f\) in \(\Omega\) making into account the condition \(\text{cap} (\overline {\mathbb{C}} \setminus \Omega)> 0\).
scientific article; zbMATH DE number 895640