Specifies
each dyad's baseline distribution to be uniform on the natural
numbers (and \(0\) ): \(h(y)=1\) . In itself, this
"distribution" is improper, but in the presence of
sum , a geometric
distribution is induced. Using CMP (in addition to
sum ) induces a
Conway-Maxwell-Poisson distribution that is geometric when its
coefficient is \(0\) and Poisson when its coefficient is
\(-1\) .
# GeometricergmReference for index of reference distributions currently visible to the package.
ergm:::.formatTermKeywords("ergmReference", "Geometric", "subsection")