On weighted $ℒ_{1}$-approximation by polynomials

Géza Freud

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The quantized Jacobi polynomials

Antonín Lukš (1987)

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The author studies a system of polynomials orthogonal at a finite set of points its weight approximating that of the orthogonal system of classical Jacobi polynomials.

An operator on a separable Hilbert space with all polynomials hypercyclic

Bernard Beauzamy (1990)

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$L_{p}$ -approximation by the method of integral Meyer-König and Zeller operators

Manfred Müller (1978)

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A new type of polynomials approximating a continuous or integrable function

L. Hsu (1959)

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The factorization of the derivative of Dickson polynomials.

María T. Acosta de Orozco, Javier Gómez-Calderón (1991)

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Properties of the orthonormal Franklin system

Z. Ciesielski (1963)

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The integer transfinite diameter of intervals and totally real algebraic integers

V. Flammang, G. Rhin, C. J. Smyth (1997)

Journal de théorie des nombres de Bordeaux

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In this paper we build on some recent work of Amoroso, and Borwein and Erdélyi to derive upper and lower estimates for the integer transfinite diameter of small intervals $[\frac{r}{s}, \frac{r}{s} + δ]$ , where $\frac{r}{s}$ is a fixed rational and $δ \to 0$ . We also study functions $g_{-}, g, g^{+}$ associated with transfinite diameters of Farey intervals. Then we consider certain polynomials, which we call polynomials, associated to a given interval $I$ . We show how to estimate from below the proportion of roots of an integer polynomial which is sufficiently...

Eigenvalues of Hermite and Laguerre ensembles : large beta asymptotics

Ioana Dumitriu, Alan Edelman (2005)

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On values of homogeneous polynomials in discrete sets of points

P. Wojtaszczyk (1986)

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Displaying similar documents to “On weighted ℒ 1 -approximation by polynomials”

Displaying similar documents to “On weighted $ℒ_{1}$ -approximation by polynomials”