Abstract

[1] In a comment on our paper [Evangelidis and Botha 2005], with reference to the solution of integrals (63) and (64), Nadarajah [2007] pointed to an alternative formulation obtained from Prudnikov et al. [1986, equation (2.12.39.6)]. An alternative method of evaluating these integrals is to be welcomed. In order to compare the formulations of the answer in both our published paper and using the formula from Prudnikov et al. [1986], we rewrite the answers to integrals (63) and (64) in the work of Evangelidis and Botha [2005], using the formula given by Prudnikov et al [1986]. When one does this, integral (63) becomes

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