Convergence of Product Integration Rules for Weights on the Whole Real Line II

Abstract

We continue our investigation of product integration rules associated with weights on the whole real line, such as exp jxj ; > 1. In an earlier paper, we considered interpolatory integration rules whose abscissas are the zeros of an orthogonal polynomial associated with the weight. In this paper, we show the advantage of adding two extra points to the zeros… (More)

Topics

Cite this paper

@inproceedings{Lubinsky2006ConvergenceOP, title={Convergence of Product Integration Rules for Weights on the Whole Real Line II}, author={Doron S. Lubinsky}, year={2006} }