 | APPROX/EXCH | best polynomial approximation to a discrete one-dimensional data set in the Chebyshev (minimax) sense |
 | L1GNR | generating test problems for discrete linear l1-approximation |
 | CDFCOR | rational approximation to a finite set of data f90 version |
 | COCA | COmplex linear Chebyshev Approximation (Matlab) |
 | SPLPAK | Cubic spline interpolation and fitting package (Matlab) |
 | l2appr | construct least squares approximation of B-splines to given data |
 | l2main | driver for l2appr.f |
 | titan | sample data for l2appr.f |
 | cubgcv | cubic spline data smoother using cross validation (used to produce the picture above) |
 | APPROX | discrete linear l1 approximation |
 | STL2 | approximation by a piecewise linear function |
 | CL1(B&R) | linearly constrained approximation in l1-sense by linear programming |
 | CL1(B&C) | overdetermined system, linear constraints, discrete approximation in l1 sense |
 | RQN | unconstrained l1 approximation, interior point (several nonstandard languages) |
 | infSolve | Solves sparse minimax problems, with linear and nonlinear constraints (Matlab). |
 | DIFCOR | rational approximation to finite set of data (differential correction algorithm) |
 | DIFCORDOC | documentation for difcor |
 | REMEZ | continuous minimax rational approximation (in C) |
 | EVAL | needed by REMEZ (in C) |
 | CSHEP2D | Cubic {Shepard} Method for Bivariate Interpolation of Scattered Data |
 | TSHEP2D | Cosine Series {Shepard} Method for Bivariate Interpolation of Scattered Data |
 | CS2TST | accuracy tests for interpolation of scattered planar data |
 | PCB2NURB | smooth free form surfacing with linearly trimmed bicubic B-splines |
 | SSRFPACK | Interpolation of Scattered Data on the Surface of a Sphere with a Splines under Tension |
 | SDBI3P | Scattered-data surface fitting that has the accuracy of a cubic polynomial |
 | TSPACK | tension spline curve-fitting package |
 | QSHEP2D | quadratic Shepard method for bivariate interpolation of scattered data |
 | CUBGCV | O(n) computation of a cubic smoothing spline fitted to n noisy data points |
 | CAPROX | Chebyshev solution of systems of complex linear equations with linear inequality constraints and simple bound constraints |
 | CONST&EVAL | fitting multinomials in the least squares sense |