Sandbox: Difference between revisions

Revision as of 19:53, 10 June 2017

$P C O N G R E A T = \sqrt{\frac{S u m S h a r e s S q - \frac{1}{S u m G r e a t}}{1 - \frac{1}{S u m G r e a t}}}$

where

$S u m S h a r e s S q = \sum^{G P o w e r s} (\frac{P O W E R_{γ}}{\sum^{G P O W E R S} P O W E R_{γ}})^{2}$

<math>SumGreat=NumberofGreatPowers

@@ Line 3: / Line 3: @@
 where
-<math>SumSharesSq=\sum^{GPowers}(\frac{POWER_{\gamma}}{\sum^{GPOWERS}POWER_{\gamma}})^2
+<math>SumSharesSq=\sum^{GPowers}(\frac{POWER_{\gamma}}{\sum^{GPOWERS}POWER_{\gamma}})^2</math>
+<math>SumGreat=NumberofGreatPowers