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- W2106134378 abstract "The Hankel transform of a function by means of a direct Mellin approach requires sampling on an exponential grid, which has the disadvantage of coarsely undersampling the tail of the function. A novel modified Hankel transform procedure that does not require exponential sampling is presented. The algorithm proceeds via a three-step Mellin approach to yield a decomposition of the Hankel transform into a sine, a cosine, and an inversion transform, which can be implemented by means of fast sine and cosine transforms." @default.
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- W2106134378 title "Fast Hankel transform by fast sine and cosine transforms: the Mellin connection" @default.
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- W2106134378 doi "https://doi.org/10.1109/78.845927" @default.
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