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The FIBS rating formula : why sqrt(n) ?
Posted By: Maik Stiebler
Date: Thursday, 15 September 2011, at 9:30 p.m.
In Response To: The FIBS rating formula : why sqrt(n) ? (Fabrice Liardet)
The normal distribution is the hero of the central limit theorem. The results of a series of cubeless gammonless games can be assumed to be a sequence of independent identically distributed variables. Thus, the sum of the results is a random variable from a distribution which is approximately normal if N is large enough.
Messages In This Thread
- The FIBS rating formula : why sqrt(n) ?
Fabrice Liardet -- Tuesday, 13 September 2011, at 7:44 p.m.
- The FIBS rating formula : why sqrt(n) ?
Kevin Whyte -- Tuesday, 13 September 2011, at 8:58 p.m.
- The FIBS rating formula : why sqrt(n) ?
Michael Petch -- Tuesday, 13 September 2011, at 10:38 p.m.
- The FIBS rating formula : why sqrt(n) ?
Timothy Chow -- Wednesday, 14 September 2011, at 5:24 p.m.
- The FIBS rating formula : why sqrt(n) ?
Fabrice Liardet -- Wednesday, 14 September 2011, at 8:20 p.m.
- The FIBS rating formula : why sqrt(n) ?
Jake Jacobs -- Thursday, 15 September 2011, at 3:06 a.m.
- The FIBS rating formula : why sqrt(n) ? Because it works!
Rich Munitz -- Thursday, 15 September 2011, at 3:42 a.m.
- The FIBS rating formula : why sqrt(n) ?
Daniel Murphy -- Thursday, 15 September 2011, at 4:42 a.m.
- The FIBS rating formula : why sqrt(n) ?
Fabrice Liardet -- Thursday, 15 September 2011, at 6:49 p.m.
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