Title :
Class of discrete integrating operators
Author_Institution :
University of Florida, Department of Electrical Engineering, Samesville, USA
Abstract :
A class of integrating operators is presented which assumes an interpolation which is an nth-order polynomial between the sample points and has n ¿ 1 continuous derivatives at the sample points. It is shown that several classical numerical integration schemes and zform substitutes are special cases of this class.
Keywords :
Z transforms; integration;
Journal_Title :
Electronics Letters
DOI :
10.1049/el:19680420
