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Interpretation of P(A and B|C) |
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| Nov21-10, 11:18 AM | #1 |
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Interpretation of P(A and B|C)
Hello everybody!
Should I interpret the expression P(A and B|C) as P((A and B)|C) or as P(A and (B|C))? Or the last expression has no meaning because P(B|C) is a ratio and I can't make an intersection with a ratio? Thanks, Alexei. |
| Nov21-10, 11:44 AM | #2 |
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I interpet it as the first. And you're right, the second expression doesn't make much sense...
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| Nov21-10, 12:05 PM | #3 |
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