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On the arclength of trigonometric interpolants
Published 2001-08-01“…In this paper we discuss the behaviour of the arclengths of the graphs of trigonometric interpolants to a jump function. Here the boundedness of the arclengths depends essentially on the fact whether the jump discontinuity is at an interpolation point or not. …”
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Novel integrable interpolations
Published 2021-10-01“…A novel class of integrable σ-models interpolating between exact coset conformal field theories in the IR and hyperbolic spaces in the UV is constructed. …”
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On the Interpolating Family of Distributions
Published 2024-01-01“…A recent paper introduced the interpolating family (IF) of distributions, and they also derived various mathematical properties of the family. …”
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OPTIMIZATION OF DEM INTERPOLATION
Published 2010-06-01“…According to the results of these experiments, a strategy was proposed for using the reflectance data to enhance the accuracy of DEM interpolation. The proposed the reflectance data models were implemented in a software package and successfully tested. …”
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Notes on Interpolation Inequalities
Published 2011-01-01“…<p/> <p>An easy proof of the John-Nirenberg inequality is provided by merely using the Calderón-Zygmund decomposition. Moreover, an interpolation inequality is presented with the help of the John-Nirenberg inequality.…”
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Spline Interpolation of Image
Published 1995-04-01“…After presenting of one and two dimensional spline interpolation, the algorithms of image interpolation and resolution increasing were proposed. …”
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Smooth fractal interpolation
Published 2006-01-01“…In particular, the classical methods of real-data interpolation can be generalized by means of fractal techniques. …”
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Program analysis with interpolants
Published 2010“…This dissertation discusses novel techniques for interpolation-based software model checking, an approximate method which uses Craig interpolation to compute invariants of programs. …”
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Barycentric Lagrange Interpolation
Published 2002“…Barycentric interpolation is a variant of Lagrange polynomial interpolation that is fast and stable. …”
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Interpolation and Uniform Interpolation in Quantifier-Free Fragments of Combined First-Order Theories
Published 2022-01-01Subjects: “…interpolation…”
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