Barycentric formulae for cardinal (SINC-) interpolants by Jean-Paul Berrut
Jean-Paul Berrut's research works | Université de Fribourg, Fribourg and other places
Applications of Linear Barycentric Rational Interpolation
Applications of linear barycentric rational interpolation at equispaced nodes
Applications of linear barycentric rational interpolation at equispaced nodes
Jean-Paul Berrut's research works | Université de Fribourg, Fribourg and other places
An extension of the Floater–Hormann family of barycentric rational interpolants
Fascinante interpolation
LINEAR RATIONAL FINITE DIFFERENCES FROM DERIVATIVES OF BARYCENTRIC RATIONAL INTERPOLANTS
Linear Rational Finite Differences from Derivatives of Barycentric Rational Interpolants
An extension of the Floater–Hormann family of barycentric rational interpolants
Barycentric Formulae for Cardinal (SINC-).Interpolants
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CONTENTS
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LINEAR RATIONAL INTERPOLATION AND ITS APPLICATION IN APPROXIMATION AND BOUNDARY VALUE PROBLEMS 1. Introduction. In this paper we
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Beatrice Berrut
Beatrice Berrut
