Veronese curves and webs: interpolation.

Bouetou, T.B.; Dufour, J.P.

Displaying similar documents to “Veronese curves and webs: interpolation.”

Localization of touching points for interpolation of discrete circles.

Kunkl, Roland (2008)

Annales Mathematicae et Informaticae

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Geometry of isotypic Kronecker webs

Wojciech Kryński (2012)

Open Mathematics

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An isotypic Kronecker web is a family of corank m foliations ${ℱ_{t}}_{t \in ℝ P^{1}}$ such that the curve of annihilators t ↦ (T x F t)⊥ ∈ Grm(T x* M) is a rational normal curve in the Grassmannian Grm(T x*M) at any point x ∈ M. For m = 1 we get Veronese webs introduced by I. Gelfand and I. Zakharevich [Gelfand I.M., Zakharevich I., Webs, Veronese curves, and bi-Hamiltonian systems, J. Funct. Anal., 1991, 99(1), 150–178]. In the present paper, we consider the problem of local classification of isotypic Kronecker...

Inferior and superior sets with respect to an arbitrary set $S$ from $ℕ^{d}$ used in the multidimensional interpolation theory.

Crainic, Nicolae (2002)

Acta Universitatis Apulensis. Mathematics - Informatics

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Interpolation of Banach spaces, differential geometry and differential equations.

Stephen Semmes (1988)

Revista Matemática Iberoamericana

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In recent years the study of interpolation of Banach spaces has seen some unexpected interactions with other fields. (...) In this paper I shall discuss some more interactions of interpolation theory with the rest of mathematics, beginning with some joint work with Coifman [CS]. Our basic idea was to look for the methods of interpolation that had interesting PDE's arising as examples.