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chebpol (version 2.1-2)

Multivariate Interpolation

Description

Contains methods for creating multivariate/multidimensional interpolations of functions on a hypercube. If available through fftw3, the DCT-II/FFT is used to compute coefficients for a Chebyshev interpolation. Other interpolation methods for arbitrary Cartesian grids are also provided, a piecewise multilinear, and the Floater-Hormann barycenter method. For scattered data polyharmonic splines with a linear term is provided. The time-critical parts are written in C for speed. All interpolants are parallelized if used to evaluate more than one point.

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Install

install.packages('chebpol')

Monthly Downloads

63

Version

2.1-2

License

Artistic-2.0

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Maintainer

Simen Gaure

Last Published

December 9th, 2019

Functions in chebpol (2.1-2)

chebappxg

Interpolation on a non-Chebyshev grid
ucappx

Interpolation on a uniform grid
slappx

Simplex Linear approximation on scattered data
polyh

Polyharmonic splines on scattered data
havefftw

Check whether chebpol uses FFTW
interpolant

Evaluate an interpolant in a point
ipol

Create interpolating function.
mlappx

Multilinear interpolation on a grid
fhappx

Floater-Hormann interpolation on a grid
evalongrid

Evaluate a function on a grid
havealglib

Check whether chebpol has the ALGLIB library
chebknots

Create a Chebyshev-grid
chebcoef

Compute Chebyshev-coefficients given values on a Chebyshev grid
chebpol-deprecated

Deprecated functions
chebappx

Chebyshev interpolation on a hypercube
chebeval

Evaluate a Chebyshev interpolation in a point
chebpol-package

Methods for creating multivariate interpolations on hypercubes