Behavior of bivariate interpolation operators at points of discontinuity of the first kind

Details Behavior of bivariate interpolation operators at points of discontinuity of the first kind Behavior of bivariate interpolation operators at points of discontinuity of the first kind

2011-10-01

arxiv.org/abs/1110.0139v2

Mathematics

Functional Analysis

Scientific paper

We introduce an index of convergence for double sequences of real numbers.
This index is used to describe the behaviour of some bivariate interpolation
sequences at points of discontinuity of the first kind. We consider in
particular the case of bivariate Lagrange and Shepard operators.

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