Bivariate Interpolation by Splines and Approximation Order [PDF]
, 1996 We construct Hermite interpolation sets for bivariate spline spaces of arbitrary degree and smoothness one on non-rectangular domains with uniform type triangulations. This is done by applying a general method for constructing Lagrange interpolation sets
Nürnberger, Günther
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Interpolation mit regulären splines
Journal of Approximation Theory, 1977 AbstractThis paper is concerned with interpolation of real functions on compact intervals by nonlinear splines called regular splines introduced by R. Schaback and H. Werner. Regular splines contain the classical polynomial splines and represent a more flexible class; for example in the neighborhood of singularities one can use rational splines.
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An O(h6) cubic spline interpolating procedure for harmonic functions [PDF]
, 1989 An O(h6) method for the interpolation of harmonic functions in rectangular do- mains is described and analysed. The method is based on an earlier cubic spline tech- nique [7], and makes use of recent results concerning the a posteriori correction of ...
Papamichael, N, Soares, M J
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Solving the Vlasov equation for one-dimensional models with long range interactions on a GPU
, 2012 We present a GPU parallel implementation of the numeric integration of the Vlasov equation in one spatial dimension based on a second order time-split algorithm with a local modified cubic-spline interpolation.
Antoni +35 more
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Cubic spline interpolation of harmonic functions [PDF]
, 1973 It is shown that for the two dimensional Laplace equation a univariate cubic spline approximation in either space direction together with a difference approximation in the other leads to the well-known nine-point finite-difference formula.
Papamichael, N, Whiteman, J R
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Interpolation algorithms and image data artifacts [PDF]
Interpolation, or resampling coefficients, which are generated from low pass filter Fourier transforms yield more accurate resampled values than those obtained using cubic spline techniques.
Forman, M. L.
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Spline histogram method for reconstruction of probability density function of clusters of galaxies
, 2003 We describe the spline histogram algorithm which is useful for visualization of the probability density function setting up a statistical hypothesis for a test.
Berzins, Karlis, Docenko, Dmitrijs
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Pretreatment of Ultra-Weak Fiber Bragg Grating Hydrophone Array Based on Cubic Spline Interpolation Using Intensity Compensation. [PDF]
Sensors (Basel), 2022 Pang Y +5 more
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Improving the speed of volumetric density map generation via cubic spline interpolation. [PDF]
J Mol Graph Model, 2021 Roe DR, Brooks BR.
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Modified recurrent equation-based cubic spline interpolation for missing data recovery in phasor measurement unit (PMU). [PDF]
F1000Res, 2022 Thangaraj S, Goh VT, Yap TTV.
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