The authors benchmark and release two numerical routes to ratio-distribution PDFs, a 1D double-exponential Mellin convolution and a 2D vectorized Broda-Khan characteristic-function inversion, applied to Hake's ratio and one non-normal case.
ACM Commun Comput Algebra 47 (3/4): 166–169
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Novel computational approaches for ratio distributions with an application to Hake's ratio in effect size measurement
The authors benchmark and release two numerical routes to ratio-distribution PDFs, a 1D double-exponential Mellin convolution and a 2D vectorized Broda-Khan characteristic-function inversion, applied to Hake's ratio and one non-normal case.