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I was wondering how the probabilistic guarantees are affected by runnnig ApproxMC on the same model multiple times. I'm thinking that if the seed is the same, we get the same result every time as ApproxMC is designed to be deterministic. But what about multiple runs of the same problem with different seeds? Can these be treated as independent random experiments?
Best,
Marcel
The text was updated successfully, but these errors were encountered:
I would suggest to simply change epsilon and delta rather than running it multiple times. But yes, both should improve with multiple runs with different seeds. However, @AL-JiongYang has already published code that gives significantly better guarantees for ApproxMC and has been published last year. Once he merges his code change, you should be able to get much better guarantees with the same effort! @AL-JiongYang -- Can you please merge your changes? This is needed by users, as per above.
I hope the above helps! I'll let @AL-JiongYang close this issue once he merged his changes,
Mate's suggestion is correct. It's better to change the epsilon and delta if you only want a stronger guarantee from multiple runs.
To answer your question directly: yes, you are right.
Running ApproxMC on the same problem with different seeds can be treated as independent random experiments. Currently, we use a user-specified random seed to maintain reproducibility, but ideally, we want the seed to be randomly determined by, e.g. the system time, where each run becomes an independent random experiment.
I hope this helps and let me know if you have more questions.
Hi,
I was wondering how the probabilistic guarantees are affected by runnnig ApproxMC on the same model multiple times. I'm thinking that if the seed is the same, we get the same result every time as ApproxMC is designed to be deterministic. But what about multiple runs of the same problem with different seeds? Can these be treated as independent random experiments?
Best,
Marcel
The text was updated successfully, but these errors were encountered: