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Author: search.filters.author.Chou, PʻingSubject: search.filters.subject.Approximation theory.

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    De Montessus de Ballore theorem for Pade approximation.
    (1994) Chou, Pʻing
    The importance of Pade approximation has been increasingly recognized in ' recent years. The first convergence result of Pade approximants valid for general meromorphic functions was obtained by de Montessus de Ballore in 1902. He proved that when a function f has precisely n poles in I z 1< R, then the (n+ 1)th column in thePade table of f converges to f in I z J< R. (Abbreviation abstract)
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