Thanks Dennis and Rolf. Yes. Simulation is one way. I think
correlation does not determine the joint distribution so it will not
be unique. Under specific settings, the joint probability of X, Y can
be calculated. For example, let X=X_0+X_1 and Y=X_0+X_2, with X_0
being Binomial(n_0, p) and X_1, an
On 06/10/15 04:43, li li wrote:
Hi all,
Using the "bindata" package, it is possible to gerenerate
correlated binomial random variables both with the same number of
trials, say n. I am wondering whether there is an R function to
calculate the joint probability distribution of the correlated
bi
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