Kovacheva, R.K. (1989) Generalized Padé Approximants of Kakehashi’s Type and Meromorphic Continuation of Functions. Deformation of Mathematical Structures, 151-159.
http://dx.doi.org/10.1007/978-94-009-2643-1_14

has been cited by the following article:

• TITLE: Distribution of Points of Interpolation and of Zeros of Exactly Maximally Convergent Multipoint Padé Approximants

  AUTHORS: R. K. Kovacheva

  KEYWORDS: Multipoint Padé Approximants, Maximal Convergence, Domain of m-Meromorphy

  JOURNAL NAME: Applied Mathematics, Vol.6 No.5, May 5, 2015

  ABSTRACT: Given a regular compact set E in , a unit measure μ supported by , a triangular point set , and a function f , holomorphic on E , let πβ,fn,m be the associated multipoint β-Padé approximant of order (n,m) . We show that if the sequence πβ,fn,m , n∈Λ , ∧∈n,k are uniformly distributed on with respect to u as n∈Λ . Furthermore, a result about the behavior of the zeros of the exact maximally convergent sequence Λ is provided, under the condition that Λ is “dense enough”.