Directory UMM :Data Elmu:jurnal:J-a:Journal of Computational And Applied Mathematics:Vol101.Issue1-2.1999:
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Kuz’mina has studied a general case of omitted pairs in S and in the family of starlike functions in S , and has solved a problem equivalent to the one studied in the present paper..
Combining a classical inequality of Zygmund [19] with the best constant found by Pichorides [16, Theorem 3.4], we have:..
The modications mentioned in Sections 4 and 5 have been carried out in the rst kind associated functional for the classical ones, by studying the modication of the order of the
We then introduce and study an alternative method for morphing tilings based on averaging convex combinations and we show that at least if the boundaries of the two tilings
In this note we discuss the relationship between the method of Lorentzen and Waadeland [1, 2] and the method of Waadeland [7–11] for accelerating the convergence of ordinary
In this paper we are concerned with an algebraic method introduced in [1] in order to study poly- nomial modications of Hermitian functionals L dened on the linear space of
The so-called classical continuous (Jacobi, Laguerre, Hermite) and discrete (Charlier, Meixner, Kravchuk, Hahn) orthogonal polynomials appear at dierent levels of the Askey tableau
These systems, called Appell systems, admit many properties known from classical Hermite polynomials, and turn out to be useful for the analysis of Dunkl’s Gaussian distributions1.
