<p>A piece-wise linear approximation (PLA) is shown in green. It is computed by linearly interpolating the grid points in which the upper and lower bounds of the evaluation function may be computed more precisely as the minimum resp. maximum of the values from all parameter subintervals sharing boundary grid points. The obtained result is more precise than the original min-max approximation (in purple), albeit without the conservative guarantee on bounds.</p
We describe here a new method for surface approximation on the basis of given values at a regular gr...
In 1957, E. Ya. Remez published a monograph devoted to numerical methods of Chebyshev approximation...
This thesis is a study of the degree of uniform linear approximation with side conditions. The side...
An optimal choice of segment boundaries in piecewise approximation is shown to be soluble by means o...
We develop explicit, piecewise-linear formulations of functions f(x):ℝn{mapping}ℝ, n ≤ 3, that are d...
The conventional least-square approximation was also13; applied to the same problem. But by actual c...
Two fast algorithms for solving the piecewise linear L 1, approximation problem of plane curves are ...
Abstract We introduce two new methods of deriving the classical PCA in the framework of minimizing t...
none4We present a new piecewise linear approximation of non-linear optimization problems. It can be ...
In recent years, the increased efficiency of mixed integer linear programming (MILP) software tools ...
Two methods for piecewise linear approximation of freeform surfaces are presented. One scheme exploi...
In this paper, we address the problem of approximating and over/under-estimating univariate function...
For any triangulation of a given polygonal region, consider the piecewise linear least squares appro...
Introduction Piecewise linear algorithms, also referred to in the literature as simplicial algorith...
All rights reserved. An algorithm is described for approximating a function F(x) on a finite interva...
We describe here a new method for surface approximation on the basis of given values at a regular gr...
In 1957, E. Ya. Remez published a monograph devoted to numerical methods of Chebyshev approximation...
This thesis is a study of the degree of uniform linear approximation with side conditions. The side...
An optimal choice of segment boundaries in piecewise approximation is shown to be soluble by means o...
We develop explicit, piecewise-linear formulations of functions f(x):ℝn{mapping}ℝ, n ≤ 3, that are d...
The conventional least-square approximation was also13; applied to the same problem. But by actual c...
Two fast algorithms for solving the piecewise linear L 1, approximation problem of plane curves are ...
Abstract We introduce two new methods of deriving the classical PCA in the framework of minimizing t...
none4We present a new piecewise linear approximation of non-linear optimization problems. It can be ...
In recent years, the increased efficiency of mixed integer linear programming (MILP) software tools ...
Two methods for piecewise linear approximation of freeform surfaces are presented. One scheme exploi...
In this paper, we address the problem of approximating and over/under-estimating univariate function...
For any triangulation of a given polygonal region, consider the piecewise linear least squares appro...
Introduction Piecewise linear algorithms, also referred to in the literature as simplicial algorith...
All rights reserved. An algorithm is described for approximating a function F(x) on a finite interva...
We describe here a new method for surface approximation on the basis of given values at a regular gr...
In 1957, E. Ya. Remez published a monograph devoted to numerical methods of Chebyshev approximation...
This thesis is a study of the degree of uniform linear approximation with side conditions. The side...