Abstract
PROF. CARSLAW has raised, in NATURE of August 29, p. 312, a point which has been interesting me during the past few months. In addition to the case of Fourier's integral which he cites, I have noticed that Hankel's integral and Titchmarsh's integral1 where Hv(z) is Struve' function, possess Gibbs' phenomena at points of discontinuity.
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COOKE, R. Glbbs' Phenomenon in Fourier's Integrals. Nature 116, 609 (1925). https://doi.org/10.1038/116609b0
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DOI: https://doi.org/10.1038/116609b0


