Recording：https://disk.pku.edu.cn/link/AA07C0EFD8B7954066AC011374E812AF78
Valid Until：2064-05-24 08:44
Abstract: The problem of computer extension of power series came from the papers by Milton Van Dyke in the 1970s and is related to the theory of perturbations in fluid mechanics. The seminal Stahl's Theory (1985-1986) provided the theoretical basis for the use of Pade approximations in solving this problem. The culmination of using Stahl's Theory is the development of HELM by Antonio Trias in 2012. In the talk, we propose to discuss some other methods of power series extension based on rational Hermite-Pade approximations.
Bio: Sergey Suetin is Doctor of physico-mathematical sciences and a Leading Scientific Researcher at Steklov Mathematical Institute of RAS. He is an expert in rational approximation of analytic functions, Pade approximation, inverse theorems, general orthogonal polynomials.
