Titlebook: Advanced Problems in Constructive Approximation; 3rd International Do Martin D. Buhmann,Detlef H. Mache Conference proceedings 2003 Springe

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APRON

Thi Kim Thoa Thieu,Roderick Melnikon are uniformly bounded in [-1, 1] then for every .∈ .[-1, 1] and . > 0 there exists a sequence of polynomials ?. of degree ≤ .(l+.) (. ∈ N) which interpolates . at the points .. and it tends to . uniformly in [-1, 1]. The weighted versions of this result were proved in [19] and [18] using Freud-ty

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Advanced Problems in Constructive Approximation978-3-0348-7600-1Series ISSN 0373-3149 Series E-ISSN 2296-6072

DUST

Svetlana Martynova,Denis Bugaevial bases by means of .. Such a construction leads to the problem of finding sets of (. + 1). points on the sphere that admit unique polynomial interpolation. Finally, we present a possible construction of polynomial wavelets on the sphere.

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牽連

https://doi.org/10.1007/978-3-031-34960-7 suitable iterates of Mache operators. The preservation properties of Mache operators lead to qualitative properties of the solution of the associated Cauchy problem. A new Chernoff type approach to the semigroup is presented, as well as quantitative results related to it.

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空洞

https://doi.org/10.1007/978-3-0348-7600-1Approximation; Interpolation; Numerical analysis; approximation theory; computational mathematics; fourie

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978-3-0348-7602-5Springer Basel AG 2003

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