In this derivation, the K-distribution is a compound probability distribution.
2.
Thus the distribution is a compound probability distribution.
3.
Where the set of component distributions is uncountable, the result is often called a compound probability distribution.
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Note that both types of predictive distributions have the form of a compound probability distribution ( as does the marginal likelihood ).
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The distribution is a compound probability distribution in which the mean of a normal distribution varies randomly as a shifted exponential distribution.
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Working from the probabilities from the previous tables and equations, the probability P of making one of these runner-runner hands is a compound probability
7.
This shows that the formulation of the " compound Poisson distribution " outlined above is essentially the same as the more general class of compound probability distributions.
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And people try a lot of things . . . sometimes failing to take into account the compound probability that one of the tests they make ought to work by chance alone.
9.
I'm looking for a simple app which will let you add branches with probabilities to a probability tree, and will give you the compound probabilities of each node ( or each end node ).
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