euclidean2-ergmTerm | R Documentation |
Adds a term to the model equal to the negative
Eucledean distance -||Z_i-Z_j||^2
, where
Z_i
and Z_j
are the positions of their
respective actors in an unobserved social space. These positions
may optionally have a finite spherical Gaussian mixture
clustering structure. This term was previously called
latent
.
Important: This term works in latentnet's ergmm()
only. Using it in ergm()
will result in an error.
# binary: euclidean(d, G=0, var.mul=1/8, var=NULL, var.df.mul=1, var.df=NULL,
# mean.var.mul=1, mean.var=NULL, pK.mul=1, pK=NULL)
# valued: euclidean(d, G=0, var.mul=1/8, var=NULL, var.df.mul=1, var.df=NULL,
# mean.var.mul=1, mean.var=NULL, pK.mul=1, pK=NULL)
d |
The dimension of the latent space. |
G |
The number of groups (0 for no clustering). |
var.mul |
In the absence of |
var |
If given, the scale parameter for the
scale-inverse-chi-squared prior distribution of the
within-cluster variance. To set it in the |
var.df.mul |
In the absence of |
var.df |
The degrees of freedom parameter for the
scale-inverse-chi-squared prior distribution of the
within-cluster variance. To set it in the |
mean.var.mul |
In the absence of |
mean.var |
The variance of the spherical Gaussian prior
distribution of the cluster means. To set it in the |
pK.mul |
In the absence of |
pK |
The parameter of the Dirichilet prior distribution of
cluster assignment probabilities. To set it in the |
The following parameters are associated with this term:
Z
Numeric matrix with rows being latent space positions.
Z.K
(when \code{G}>0
)Integer vector of cluster assignments.
Z.mean
(when \code{G}>0
)Numeric matrix with rows being cluster means.
Z.var
(when \code{G}>0
)Depending on the model, either a numeric vector with within-cluster variances or a numeric scalar with the overal latent space variance.
Z.pK
(when \code{G}>0
)Numeric vector of probabilities of a vertex being in a particular cluster.
ergmTerm
for index of model terms currently visible to the package.
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