|
Post by piexplode on May 18, 2014 10:11:36 GMT -8
Also double post but about ur thing about a bot winning a bo7,winning every match. What happens when it plays another bot. (this is my way of saying it's a zero-sum game)
I also have an interesting theory. Perhaps not only the move choices should be probabilistic (if we had a perfect RBY strategy) but maybe also the teambuilding (maybe saying that there is not 1 perfect team but say that there's a set of however many different combinations of pokemon and it chooses from each of those in an equally probabilistic fashion. This also gets around any counterteaming issue, although it's RBY so I'm not sure that's a thing either really, at least vs the 'standard' team)
Thoughts?
|
|
|
Post by jorgen on May 18, 2014 20:12:57 GMT -8
We're having trouble figuring out the best way to math out a 1-v-1 situation.
Finding the optimal team (or set of team selection probabilities) would be an absolutely ridiculous computational problem.
|
|
|
Post by magic9mushroom on May 18, 2014 21:55:38 GMT -8
We're having trouble figuring out the best way to math out a 1-v-1 situation. Finding the optimal team (or set of team selection probabilities) would be an absolutely ridiculous computational problem. For one non-programmer, yes.
|
|
|
Post by piexplode on May 19, 2014 8:12:59 GMT -8
You can take that point as extreme theorymonning versus prophecy lol But seriously the more we can get through 1v1 situations and the greater amounts we can do.....
|
|