adumbrodeus
Smash Legend
I see your point, but unless there's a reason other then simple popularity, then the metagame should be self-correcting.Okay, I'm going to spell things out for you slowly. This way I'll know that if there was any misunderstanding, I should kick you in the head.
If
TOURNAMENT ATTENDANCE
does not decrease
then there is no problem.
If
MORE PEOPLE PLAY THAT CHARACTER
but
TOURNAMENT ATTENDANCE STAYS THE SAME
then things are fine.
It clearly suggests that playing Meta Knight is a favorable choice over quitting the game.
However, if
TOURNAMENT ATTENDANCE FALLS SIGNIFICANTLY
then there is a problem.
That is when quitting the game is more favorable than playing Meta Knight.
Assuming that MK is the actual reason that attendance is decreasing, which needs proof in and of itself.
No... you account for population in your statistics, like EVERYTHING ELSE FOR STATISTICS, find your population, randomly sample and average.Occam's razor is not proof, is that's what you're getting at. I don't think I can answer this in a way that will completely satisfy you.
I would have to go and list every reason why all other characters aren't popular, beyond being bad, for high level play I think?
*sigh*Adumbrodeus:
I already controlled for popularity by using only the tournaments with the most entrants (150+). The most popular character in Melee was Link; we did not see a majority of Link mains in the top 10. As time goes on, yes, better characters can get better numbers, but this is irrelevant when you are considering the top 8 of a national tournament. The best characters played by the best players get there. It doesn't matter if they are the only ones playing the character or not; there could be 8 MKs or 8,000 MKs and you'd have the same top players there. Popularity isn't a factor because using only the top 8 of a large tournament naturally uses a weighted scale; only the GOOD characters are up there.
If you're saying that MK is just popular BECAUSE he's so good and that's why we see so many, you're claiming there is another problem: that no one else is good.
In addition to this, you need an alternate explanation as to why the results happened the way they did. You can't dismiss a statistical trend spanning about two years, two different entry brackets, and only the highest level of play at the time of each tournament by saying "that character was popular". If the character was merely popular, you'd have to explain why the character was able to do what other characters could not.
The point is you don't know how much of an effect number of mains of a given character has without applying it in your calculations, therefore you can draw no conclusions beyond, "maybe there's an effect".