implementation cubic spline interpolation
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Updated
Jan 8, 2023 - C++
implementation cubic spline interpolation
Image Processing algorithms, Interpolation and Rotation
Programa que realiza métodos numéricos de interpolação
Numerical math functions written in C++
A tool to experiment on point interpolation and approximation.
Newton's (Newton-Gregory) Forward Difference formula is a way of approximating a function with an nth degree polynomial passing through (n+1) equally spaced points.
Stirling's Central Difference interpolation gives the average of the values obtained by Gauss forward and backward interpolation formulae.
Simple interpolation machine. Takes a list of consecutive numbers and then tries to find the best polynomial function to interpolate them.
The AlgorithmTrading project is a C++ program for plotting tabulated functions of stock quotes using interpolation methods. It includes a GUI implementation based on any GUI library with API for C++ and the ability to load data from a CSV file. The Cubic Spline interpolation method is implemented, and the user can specify the number of points.
Numerical Methods implementation in C++
Interpolation Curve, Bezier C1 Curves, Bezier 6-th Degree Curve And Bezier Surface using OpenGL
Chicken Scheme bindings for the Radial Basis Function interpolation routines by John Burkardt
The Lagrange interpolation formula is a way to find a polynomial which takes on certain values at arbitrary points.
Newton’s divided difference interpolation formula is a interpolation technique used when the interval difference is not same for all sequence of values.
Approximation of an elevation profile using Lagrange and spline interpolation methods.
Numerical interpolator in C++ via linked lists. Simple to use and efficient. No 3rd parties needed.
Mathematical functions library for data analysis
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