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A distribution is a mathematical description of probabilities or frequencies.

2
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As the problem is laid out it makes me think of a multivariate hypergeometric distribution. It is the same distribution assumed in Fisher's Exact Test. That distribution models following situation : …
answered Apr 20 '16 by Riff
0
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I think that it is a multivariate, $V$ is the variance-covariance matrix for the multivariate normal distribution ($0$ describes a vector of $0$ I think). If $p = 1$ then it is not a multivariate case …
answered Apr 18 '16 by Riff