BIVARIATE INTERPOLATION WITH INTEGRALS

G.A. Kiryan

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Abstract

The bivariate interpolation problem, where the interpolation parameters are integrals over bounded regions, is considered in this paper. H. Hakopian posed a hypothesis for this problem in the case, when regions are obtained from intersection of lines in general position [2]. Till now the hypothesis is proved for polynomials of degree ≤1 . In this paper we bring a new proof. Meanwhile we solve the problem in more general setting – in the case of arbitrary regions.

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BIVARIATE INTERPOLATION WITH INTEGRALS

Abstract

Author(s)

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BIVARIATE INTERPOLATION WITH INTEGRALS

Abstract

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