compound poisson distribution造句

例句与造句

1. Hermite distribution is a special case of discrete compound Poisson distribution with only two parameters.
2. Is there a term for what I would call the " Compound Compound Poisson distribution "?
3. The shift geometric distribution is discrete compound Poisson distribution since it is a trivial case of negative binomial distribution.
4. When some \ alpha _ k are non-negative, it is the discrete pseudo compound Poisson distribution.
5. The discrete compound Poisson distribution is also widely used in actuarial science for modelling the distribution of the total claim amount.
6. It's difficult to find compound poisson distribution in a sentence. 用compound poisson distribution造句挺难的
7. Then from Wiener L関y theorem, we show that G ( z ) have the probability generating function of discrete pseudo compound Poisson distribution.
8. 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.
9. The distribution of " Y " in the case of the compound Poisson distribution with exponentially-distributed summands can be written in an form.
10. This latter bound has been shown to express a variance to mean power law ( when regarded as a random function over the integers ), Tweedie compound Poisson distribution.
11. This hypothesis remains controversial; more conventional population dynamic approaches seem preferred amongst ecologists, despite the fact that the Tweedie compound Poisson distribution can be directly applied to population dynamic mechanisms.
12. What I mean is that suppose we have a sum of iid random variables, but the number of such random variables is not Poisson-distributed ( as they are in the compound Poisson distribution ) but rather follows the compound Poisson distribution itself?
13. What I mean is that suppose we have a sum of iid random variables, but the number of such random variables is not Poisson-distributed ( as they are in the compound Poisson distribution ) but rather follows the compound Poisson distribution itself?
14. The P髄ya Aeppli distribution, now also known as the geometric Poisson distribution, is a particular case of the compound Poisson distribution, and is used to describe objects that come in clusters, where the number of clusters follows a Poisson distribution and the number of objects within a cluster follows a geometric distribution.
15. The compound Poisson distribution results from considering a set of independent identically-distributed random variables distributed according to a given distribution and asking what the distribution of their sum is, if the number of variables is itself an unknown random variable N distributed according to a Poisson distribution and independent of the variables being summed.