A Smoothest Curve Approximation

Abstract

The problem of obtaining and examining an integration rule is examined, based on integrating a function passing through a given set of points such that the function will have a small amount of twisting and such that whatever twisting is necessary will be spread out. The problem solution is presented by development of theorems and proofs within the definitions given. (J.R.D.)

Identifiers

DOI

10.2307/2001941

Citations and references