ON THE APPROXIMATION OF FUNCTIONS BY RANDOM SPLINES OF MINIMAL DEFECT


    loading  Checking for direct PDF access through Ovid

Abstract

We consider the problem on the approximation of a function of the class $$m+1 by interpolation splines of order m and of minimal defect in the case where values of the function are known with random errors at nodes of the interpolation. We study the random error of such an approximation.

    loading  Loading Related Articles