Royal-tiger
Don Juan
Considering the popularity of Hot or Not site, I decided to take a plunge in their computations.
If you vote for women on the site, you will invariably (at random) run into women with over 7 ratings most of the time. In my opinion, the probability of this happening is better than 0.85 (or 85%). Now the site claims that if you score 7 or higher then you hit the upper 30% echelon.
So the question is: Shouldn't you be coming across more often women with less than 7 rating since they would populate more of the site? But I never came across such a mathematical reality!
Also, the site declares that it normalizes the "clicking" pattern of a user and skews the score. I wonder how it does that since one can vote without logging in i.e., maintain complete anonymity.
Conclusion: Don't take the ratings of the aforementioned site seriously or otherwise.
Problem solved!
If you vote for women on the site, you will invariably (at random) run into women with over 7 ratings most of the time. In my opinion, the probability of this happening is better than 0.85 (or 85%). Now the site claims that if you score 7 or higher then you hit the upper 30% echelon.
So the question is: Shouldn't you be coming across more often women with less than 7 rating since they would populate more of the site? But I never came across such a mathematical reality!
Also, the site declares that it normalizes the "clicking" pattern of a user and skews the score. I wonder how it does that since one can vote without logging in i.e., maintain complete anonymity.
Conclusion: Don't take the ratings of the aforementioned site seriously or otherwise.
Problem solved!
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