Editing List of algorithms (section)

====Interpolation and extrapolation====
{{further|Interpolation|Extrapolation}}
* [[Birkhoff interpolation]]: an extension of polynomial interpolation
* [[Cubic interpolation]]
* [[Hermite interpolation]]
* [[Lagrange interpolation]]: interpolation using [[Lagrange polynomial]]s
* [[Linear interpolation]]: a method of curve fitting using linear polynomials
* [[Monotone cubic interpolation]]: a variant of cubic interpolation that preserves monotonicity of the data set being interpolated.
* [[Multivariate interpolation]]
** [[Bicubic interpolation]]: a generalization of [[cubic interpolation]] to two dimensions
** [[Bilinear interpolation]]: an extension of [[linear interpolation]] for interpolating functions of two variables on a regular grid
** [[Lanczos resampling]] ("Lanzosh"): a multivariate interpolation method used to compute new values for any digitally sampled data
** [[Nearest-neighbor interpolation]]
** [[Tricubic interpolation]]: a generalization of [[cubic interpolation]] to three dimensions
* [[Pareto interpolation]]: a method of estimating the median and other properties of a population that follows a [[Pareto distribution]].
* [[Polynomial interpolation]]
** [[Neville's algorithm]]
* [[Spline interpolation]]: Reduces error with [[Runge's phenomenon]].
** [[De Boor algorithm]]: [[B-spline]]s
** [[De Casteljau's algorithm]]: [[Bézier curve]]s
* [[Trigonometric interpolation]]