3 ms·
No, it does matter. If RAND_MAX is really large, the relative error in "incorrect" probabilities is really small. Unless you have a critical need for it to be p
by conistonwater 12y ago
No, it does matter. If RAND_MAX is really large, the relative error in "incorrect" probabilities is really small. Unless you have a critical need for it to be precisely correct, the error is basically negligible.
- christianmann 12y agoAnd if you have a need for it to be precisely correct, I have bad news for you about the word "random".
- clarry 12y agoI have no idea what I was thinking, but I stand corrected. Thanks.