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This function allocates a Discrete Hankel transform object of size size.
This function initializes the transform t for the given values of nu and xmax.
This function allocates a Discrete Hankel transform object of size size and initializes it for the given values of nu and xmax.
This function frees the transform t.
This function applies the transform t to the array f_in whose size is equal to the size of the transform. The result is stored in the array f_out which must be of the same length.
Applying this function to its output gives the original data multiplied by (1/j_(\nu,M))^2, up to numerical errors.
This function returns the value of the n-th sample point in the unit interval, (j_{\nu,n+1}/j_{\nu,M}) X. These are the points where the function f(t) is assumed to be sampled.
This function returns the value of the n-th sample point in “k-space”, j_{\nu,n+1}/X.