Set of Uniform Convergence for the Last Intermediate Row
Abstract
Let a(z) be a meromorphic function having in the disk |z|<R precisely λpoles. In this work for the (λ-1)th row of the Padé table of a(z) the set of uniform convergence is explicitly obtained. The present note is a supplement to the previous work of the author (J. Approx. Theory, 123(2003), 160-207).
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