Directory UMM :Data Elmu:jurnal:J-a:Journal of Computational And Applied Mathematics:Vol105.Issue1-2.1999:
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Sri Ranga (Eds.), Orthogonal Functions, Moment Theory and Continued Fractions: Theory and Applications, Lecture Notes in Pure and Applied Math., Marcel Dekker, Inc., New York,
Waadeland, An alternative way of using Szego polynomials in frequency analysis, Continued Fractions and Orthogonal Functions, Theory and Applications, Marcel Dekker, New York,
For a wide class of Stieltjes functions we estimate the rate of convergence of Pade-type approximants when the number of xed poles represents a xed proportion with respect to the
A case of particular interest is the one for which n grows faster than n: Rescaling the argument z appropriately the resulting asymptotic forms are described by elementary
Gautschi, Kershaw, Lorch, Laforgia and other authors gave several inequalities for the ratio ( x + 1) = ( x + s ) where, as usual, denotes the gamma function1. In this paper we give
The laws of those isotropic random walks converge in distribution to the normal distribution and the transition probabilities of the S n are closely related with a sequence
This paper is devoted to some classes of orthogonal Muntz polynomials, as well as to the associated Malmquist systems of orthogonal rational functions.. The rst papers for
Nuttall’s Conjecture has been proved for the special case of hyperelliptic functions f in [19, Theorem 3.1] and it is shown there that the upper bound for the number of spurious
