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Jun 9 at 19:38 vote accept Yeet
May 31 at 11:19 comment added SBF @Yeet in contrast to conditional (on event) probability, I'd say that such conditional expectation is more rarely define explicitly in the textbooks. Instead, a conditional expectation wrt sigma-algebra is defined most of the cases (whereas conditional probability wrt sigma-algebra usually is not talked about explicitly)
May 30 at 3:18 answer added msantama timeline score: 0
May 29 at 22:06 comment added Yeet Do you know a book that defines it this way?
May 29 at 20:20 answer added Sangchul Lee timeline score: 3
May 29 at 16:00 answer added Speltzu timeline score: 2
May 29 at 11:22 comment added Julius For any integrable random variable $X$ and event $A$ with $P(A)>0$, $E(X|A)$ is defined to be $E(X \cdot 1_A)/P(A)$.
May 29 at 11:01 history asked Yeet CC BY-SA 4.0