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These are the adaptive cross approximation, the multipole method based on interpolation, and the wavelet Galerkin scheme.
Our scheme is based on interpolation and, as such, it involves only samples of signals and it does not require any use of quadrature formulas.
The proposed scheme is based on interpolation and, as such, it involves only samples of signals and it does not require any use of quadrature formulas.
However, the solution at this interface of a two-material Riemann problem is enhanced with a simple reconstruction procedure based on interpolation and extrapolation.
The exchange of flow and fiber data between the solvers is based on interpolation and averaging, as we explain in the weak iterative coupling algorithm.
Andrés et al. [2] developed an procedure based on interpolation and extrapolation of material parameters.
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This method is based on interpolation theory, and we make it works fast, stable and easy to apply.
Our technique is based on interpolation theory and Banach's fixed point theorem.
In this work an extension is proposed to the Local Hermitian Interpolation LHII) method; a meshless numerical method based on interpolation with small and heavily overlapping radial basis function (RBF) systems.
In addition, the meshless methods depend on how their shape or basis function constructed are different, and it might be based on interpolation or curve fitting and etc. [29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41].
The discussion was on methods for approximate reduced order modelling based on interpolation techniques using Kriging and radial basis functions.
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