The Atlas Overlord, on 21 October 2015 - 07:38 AM, said:
Actually he can't control the 23 others.
Yep out of 100 games.... he is one constant out of 23 other variables... and that's only counting the players.
So over that one hundred games... that's still one constant factor... except now it's 2300 distinct variables.
Considering the fact that you are about to tell someone to "study actual mathematics," the fact that you clearly don't understand how statistics works is laughable.
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This right here is just moronic.
So he (being one of variables) is capable of upsetting the statistical average...but the other 23 variables can't.
You really need to study actual mathematics.
An algorithm can't "distribute" player behavior.
The fact they other players exist implies nothing at all about their chances of winning or losing.
P.s. - an "algorithm" has literally nothing at all to do with anything we're talking about. Aka - insert X players. Done. The things AFTER the algorithm are what matters.
I'm sorry you've only taken Statisics 101?
Have you?
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P.s - I find it amusing you think differential equations and indefinite mathematics to be "rhetorical ambiguity".
Aside: This important thing that everyone overlooks.
A statistical average applied to a system only applies to THAT system.
So any given team may have a 50/50 chance of winning....If every player on both teams stayed the same.... and THEN he didn't even out to a 50/50 average.... THEN he would be the cause....
No. If the available player pool is drawn from randomly and he has enough trials, then you don not have to have the same players in every drop.
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BUT the second you switch out the variables... you've created a NEW system.
Seriously? Go back and demand a refund from your statistics proffessors.
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Any given player may be considered a system....but when you add 11 variables... or 23 variables... you've created a new system.
You can't (well you can if you want to be wrong) simply say (x+y+z) and (w+r+v) both have 3 variables so screw it let's pretend they describe the same thing.
That's kind of the whole point of statistics, determining if they are the same thing.
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