Processing math: 0%

not-at-ICTP

Related Posts

Piecewise convex interpolation

Abstract Let n\in N and the following two systems of n+1 real values: 0=x_{0}<x_{1}<\ldots<x_{n}=1 \[ 0=y_{0},\ y_{1},\ \ldots,\…

Interpolating convex polynomials

AbstractIn this paper we define the piecewise retarded convex interpolating polynomials and piecewise anticipated convex interpolating polynomials. An existence theorem…