文件名称:SPLINE
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- 上传时间:2012-11-16
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文件大小:38.19kb
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SPLINE is a package of simple routines for setting up and evaluating splines and related functions, whose goal is either to
to interpolate given data exactly at a set of points
to approximate data over an interval.
There are a variety of types of splines available, including least squares polynomials, divided difference polynomials, piecewise polynomials, and various B, Bernstein, beta, Bezier, Hermite and Overhauser splines.
Also included are a set of routines that return the local "basis matrix", which allows the evaluation of the spline in terms of local function data.
to interpolate given data exactly at a set of points
to approximate data over an interval.
There are a variety of types of splines available, including least squares polynomials, divided difference polynomials, piecewise polynomials, and various B, Bernstein, beta, Bezier, Hermite and Overhauser splines.
Also included are a set of routines that return the local "basis matrix", which allows the evaluation of the spline in terms of local function data.
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下载文件列表
SPLINE - Interpolation and Approximation of Data/SPLINE - Interpolation and Approximation of Data.htm
SPLINE - Interpolation and Approximation of Data/spline.f90
SPLINE - Interpolation and Approximation of Data/spline_prb.f90
SPLINE - Interpolation and Approximation of Data/spline_prb.out
SPLINE - Interpolation and Approximation of Data
SPLINE - Interpolation and Approximation of Data/spline.f90
SPLINE - Interpolation and Approximation of Data/spline_prb.f90
SPLINE - Interpolation and Approximation of Data/spline_prb.out
SPLINE - Interpolation and Approximation of Data
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