Convergence of Rational Interpolants wit
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Amiran Ambroladze; Hans Wallin
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Article
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1997
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Elsevier Science
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English
β 336 KB
We study the following problem. Given a domain 0 containing infinity, is it possible to choose a sequence of polynomials Q n , n=1, 2, ..., where Q n has degree n, so that the following condition holds: if a function f is analytic in 0 and P n is the polynomial part of the Laurent expansion of Q n f