Let M=(X,F,μ) be a D1158: Measure space.
Let E,F∈F each be a D1109: Measurable set in M such that
Let E,F∈F each be a D1109: Measurable set in M such that
(i) | μ(E),μ(F)<∞ |
Then
μ(E∪F)=μ(E)+μ(F)−μ(E∩F)
(i) | μ(E),μ(F)<∞ |
▶ | R4445: Inclusion-exclusion principle for probability of binary union |
(i) | μ(E),μ(F)<∞ |