Use this interpolation calculator to find out Online the function that best approximates a given set of points using the Linear, Lagrange or Cubic Spline interpolation method.
polynomial function to approximate the data between consecutive points. This type of spline is usually calculated using computer software or a graphing calculator. A special type of cubic spline interpolation, called clamped or complete spline interpolation, uses slopes given at the ends of the curve...
This was done using the POLY_2D function (IDL), which uses cubic convolution for interpolation. After this step, image data from the four channels were precisely co-registered to within a root-mean-square deviation of 2 nm or less. Calculation of spline coefficients for the PSF model The...
// Cubic Spline interpolation: http://www.codeproject.com/Articles/560163/Csharp-Cubic-Spline-Interpolation private IList<Point> ComputeSplineSeries(IPointSeries inputPointSeries, bool isSplineEnabled, int upsampleBy) { IList<Point> result = null; ...
Since it was made with my image calculator in mind you may think of it as a kind of shader language, except that it runs on the CPU. Let’s first look at how to run a basic example: // Inputs static double x; rlip_inputs_t inputs[] = { RLIP_FUNC, {"x", &x, "pd"} ...
* {@linkorg.apache.commons.math3.analysis.interpolation.SplineInterpolator} * on the resulting fit. * *@paramxval the arguments for the interpolation points *@paramyval the values for the interpolation points *@returnA cubic spline built upon a loess fit to the data at the original abscissae...
polynomial function to approximate the data between consecutive points. This type of spline is usually calculated using computer software or a graphing calculator. A special type of cubic spline interpolation, called clamped or complete spline interpolation, uses slopes given at the ends of the curve...