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Hello there, i am confused with the definition of $P_i$,the formula $P_i = \sum_{x \in C_i}P_L(x)$ indicates that it is the sum of the probability of all labeled example which belong to $C_i$.
For examle in (b), the two red point in the bottom right corner are belong to same component $C_3$, so $P_3 = P_L(red_1) + P_L(red_2)$.However it can't guarantee $P_3 \le 1$,so i wonder how to understand the definition of $P_i$.
The text was updated successfully, but these errors were encountered:
Hello there, i am confused with the definition of
For examle in (b), the two red point in the bottom right corner are belong to same component
The text was updated successfully, but these errors were encountered: