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This model assumes that the link existence probabilities of the matrix are known.
Model.p.constant.nonsquare(nrow, ncol, p)
number of rows of the matrix.
number of columns of the matrix.
existence probability of a link. A single numeric value.
the resulting model.
# NOT RUN { m <- Model.p.constant.nonsquare(5,3,0.25) m$matr(m$rtheta()) # }
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