public:calculating_the_size_of_a_set_by_observing_the_proportion_change_of_its_disjoint_subsets
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| public:calculating_the_size_of_a_set_by_observing_the_proportion_change_of_its_disjoint_subsets [2019/04/16 09:17] – fangfufu | public:calculating_the_size_of_a_set_by_observing_the_proportion_change_of_its_disjoint_subsets [2019/04/16 09:23] (current) – removed fangfufu | ||
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| - | ====== Calculating the size of a set by observing the proportion change of its disjoint subsets ====== | + | |
| - | ====== Problem statement ====== | + | |
| - | Set $A$ consists of disjoint subsets $a_1, a_2, ..., a_n$. You know the proportion of each subset in terms of set $A$, that is you know $\frac{a_1}{A}, | + | |
public/calculating_the_size_of_a_set_by_observing_the_proportion_change_of_its_disjoint_subsets.1555406220.txt.gz · Last modified: 2019/04/16 09:17 by fangfufu