Abstract
Abstract
We correct an error pointed out by a reader in an example included in a previous article about a method for improving series convergence. After the correction, the conclusion of the previous article, that the method reduces the number of terms needed to achieve a desired accuracy, remains true. We clarify that when the evaluation of an integral requires a series expansion, we measure the speed of convergence by the inverse of the number of terms required to achieve a certain accuracy. In most cases, fewer terms will mean less computational expense. We provide an additional example to emphasize the generality of the method in the previous article.
Subject
General Physics and Astronomy