The min of two random vars has the opposite effect as the max does in this video. And now I’m curious - if we use the function definition of min/max — the nth root of the sum of the nth powers of the arguments — there is a continuum from min to sum to max, right? Are there useful applications of this generalized distribution? Does it already have a name?
Sounds like the check cleared!
Really, though, it's just one paragraph after another of pablum. Does it amount to, "All our Uranium reserves belong to WEF!" Anyone know the real story? With this much avoiding-the-topic, there just has to be something nefarious going on.
https://gist.github.com/syncsynchalt/ed02e39ad7adc8580b1086f...
Looking at your comment the disconnect seems to be at the division step: when performing a division such as 226/9, look up or calculate the multiplicative inverse for 9 (you can use the table at https://curves.ulfheim.net/inverse61.html), which is 34, and multiply by that instead. This is explained at https://curves.ulfheim.net/#division-multiplicative-inverse
In F61, 226/9 = 226*34 = 7684 % 61 = 59.
In F61, 2888/27 = 2888*52 = 150176 % 61 = 55.
(you can also proactively reduce those numerators and calculate with some smaller numbers):
(226%61)/9 => 43/9
(2888%61)/27 => 21/27
226 / 9
= (226*34) / (9*34)
= 7684 / 306
= 7684 / 1 (since 306 = 1 mod 61)
= 59 / 1 (since 7684 = 59 mod 61)
I think y3=2888/7 is a typo for 2888/27, which also equals 55 by a similar calculation (1/27 = 52 mod 61).