binary |
bin |
suitable for binary ERGMs |
TRUE |
ergm |
bipartite |
bip |
suitable for bipartite networks |
TRUE |
ergm |
categorical nodal attribute |
cat nodal attr |
involves a categorical nodal attribute |
FALSE |
ergm |
categorical dyadic attribute |
cat dyad attr |
involves a categorical dyadic attribute |
FALSE |
ergm |
categorical triadic attribute |
cat triad attr |
involves a categorical triadic attribute |
FALSE |
ergm |
continuous |
cont |
a continuous distribution for edge values |
FALSE |
ergm |
curved |
curved |
is a curved term |
FALSE |
ergm |
directed |
dir |
suitable for directed networks |
TRUE |
ergm |
discrete |
discrete |
a discrete distribution for edge values |
FALSE |
ergm |
dyad-independent |
dyad-indep |
does not induce dyadic dependence |
TRUE |
ergm |
finite |
fin |
finite edge values only |
FALSE |
ergm |
frequently-used |
freq |
is frequently used |
FALSE |
ergm |
nonnegative |
nneg |
only meaningful for nonnegative edge values |
FALSE |
ergm |
operator |
op |
a term operator |
TRUE |
ergm |
positive |
pos |
only meaningful for positive edge values |
FALSE |
ergm |
quantitative nodal attribute |
quant nodal attr |
involves a quantitative nodal attribute |
FALSE |
ergm |
quantitative dyadic attribute |
quant dyad attr |
involves a quantitative dyadic attribute |
FALSE |
ergm |
quantitative triadic attribute |
quant triad attr |
involves a quantitative triadic attribute |
FALSE |
ergm |
soft |
soft |
a constraint that does not necessarily forbid specific networks outright but reweights their probabilities |
FALSE |
ergm |
triad-related |
triad rel |
involves triangles, two-paths, and other triadic structures |
FALSE |
ergm |
valued |
val |
suitable for valued ERGMs |
TRUE |
ergm |
undirected |
undir |
suitable for undirected networks |
TRUE |
ergm |