I would first try to test the deterministic components as much as possible in isolation. Then, for the stochastic part, if you really run enough tests and/or your tolerance is large enough, you can be reasonably sure that the tests will "virtually never" fail. For example, if you expect 80,000 out of 100,000, I would estimate a standard deviation of about 120 (assuming independent random events with p=0.8). That means that you will very rarely see deviations greater than 400, and virtually never greater than 1000 (which is half of the sample tolerance you gave).

In reply to Re: Non-deterministic Testing by itub
in thread Non-deterministic Testing by moot

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