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public:calculating_the_size_of_a_set_by_observing_the_proportionality_change_of_its_disjoint_subsets [2019/04/16 11:02] – [Background] fangfufupublic:calculating_the_size_of_a_set_by_observing_the_proportionality_change_of_its_disjoint_subsets [2019/04/17 02:00] – [Solution] fangfufu
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 By dividing the above equation by $|A|$ and rearrangement, we obtain: By dividing the above equation by $|A|$ and rearrangement, we obtain:
-$$ |A|  = \frac{-n(\delta_{a_1} - 1 + \alpha_1)}{\delta_{a_1}} $$+$$ |A|  = \frac{n(1 - \alpha_1 - \delta_{a_1})}{\delta_{a_1}} $$
  
 You know everything in the right hand side of the equation, so solving $|A|$ is very easy.  You know everything in the right hand side of the equation, so solving $|A|$ is very easy. 
  
public/calculating_the_size_of_a_set_by_observing_the_proportionality_change_of_its_disjoint_subsets.txt · Last modified: 2019/04/17 02:08 by fangfufu