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Let's say every mathematician draws an IQ from the IQ distribution and a luck score from the luck distribution. Then, the highest sum of numbers wins a Fields m
by whatshisface 5y ago
Let's say every mathematician draws an IQ from the IQ distribution and a luck score from the luck distribution. Then, the highest sum of numbers wins a Fields medal.
That would be distributed according to the distribution of the maximum of N Gaussian-distributed random variables, and according to this[0] stack overflow answer, it's skewed downwards, below its mean. (Its mean, of course, is much higher than the mean IQ+Luck).
[0] https://math.stackexchange.com/questions/2105921/pdf-for-minimum-and-maximum-of-n-independent-gaussian-random-variables https://math.stackexchange.com/questions/2105921/pdf-for-min...
- im3w1l 5y ago> Let's say every mathematician draws an IQ from the IQ distribution and a luck score from the luck distribution. That's a huge assumption. I could easily propose a half dozen other models each with a different conclusion. You would need to look at the data.
- Rexxar 5y agoHe just proves there exists models that gives a skewed distribution by providing an example. So having a skewed model is a possibility.