Foster Zygote
Dental Floss Tycoon
- Joined
- Jun 24, 2006
- Messages
- 22,110
I got you, fam:
This entire debate then revolve around trying to figure out what Leumas thinks he means by "random coin tosses never really asymptotically approach a deterministic 50-50 result", and what he thinks acbytesla's actual claim was.
It seems like pretty much all of us except Leumas understand acbytesla to mean that the cumulative ratio of results asymptotically approaches 50:50, the more flips you do.
Leumas seems to be assuming that acbytesla meant something else.
So pretty much what I figured. He's trying to use a flawed simulation to disprove something that no one ever claimed. Namely that after enough truly random coin tosses, the number of heads would exactly equal the number of tails. He doesn't know enough about statistics to understand that as more and more discrete results are added to the sample, the actual numerical difference will virtually certainly grow larger, while the statistical difference will push out to further and further decimal places. The difference could be 1,000,000 more heads than tails. But if the total number of flips was 10,000,000,000,000, then the statistical difference is only 0.00001% in favor of heads.
So... strawman, QED, wily, yadda yadda yadda...
Last edited:


