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Thanks for that as well, Gianluca. Jerry
> One trouble here is that the underlying 1/([Pi]*Sqrt[1 - x^2]) has > branch points at ±1. Indeed. I had thought that there would be a small chance to avoid that problem, at least on the numerical side, by defining my `fSine` function using ` ...
I have tried to find a solution to this problem in various places and thought I had it solved, but apparently not. When a Mathematica notebook is closed or Mathematica crashes, a lot of stuff is lost, even if a Save was just done. It’s not clear...
Many thanks, Nasser, for your clear answer. I’m obviously a bit of a noob with Mathematica which is maybe why I got confused. I think another explanation would be to render the desired result without the postfix notation, that is, ...
What I’m saying is that due to the goofy way in which the first bin edge and the last bin edge are calculated, there can be first and last bin widths that are too narrow and thus the bin counts for those two bins will be low. When there are...