Barycentric interpolation

Barycentric interpolation is a mathematical technique used to estimate values of a function at new points based on known data. Imagine you have several known points on a curve, and you want to find the value at a new location. Barycentric interpolation does this efficiently by weighting these known points, allowing you to quickly and accurately interpolate the value without recalculating the entire function. It’s especially useful because it’s numerically stable and simplifies the process, making it a popular choice for interpolating data in computer graphics, numerical analysis, and scientific computing.