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수학:확률 [2017/07/11 16:13] – external edit 127.0.0.1 | 수학:확률 [2023/09/05 15:46] (current) – external edit 127.0.0.1 | ||
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=====상호독립과 짝독립===== | =====상호독립과 짝독립===== | ||
- | $\mathpb{P}(A_{i_{1}} A_{i_{2}}\cdots A_{i_{k}})=\mathpb{P}(A_{i_{1}})\mathpb{P}(A_{i_{2}})\cdots\mathpb{P}(A_{i{k}})$가 $k=2, | + | $\mathbb{P}(A_{i_{1}} A_{i_{2}}\cdots A_{i_{k}})=\mathbb{P}(A_{i_{1}})\mathbb{P}(A_{i_{2}})\cdots\mathbb{P}(A_{i_{k}})$가 $k=2, |
$A_{1}, | $A_{1}, | ||
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[[수학: | [[수학: | ||
+ | |||
+ | [[수학: | ||
======참고문헌====== | ======참고문헌====== | ||
* W. M. Bolstad, Introduction to Bayesian statistics (Wiley, Hoboken, NJ, 2007). | * W. M. Bolstad, Introduction to Bayesian statistics (Wiley, Hoboken, NJ, 2007). | ||
* J. M. Stoyanov, Counterexamples in Probability, | * J. M. Stoyanov, Counterexamples in Probability, |