A function used to analyse the SEset results. Calculates the proportion of path models in a given SEset in which a particular edge is present
propcal(SEmatrix, names = NULL, rm_duplicate = TRUE, directed = TRUE)An \(n \times p\) matrix containing the SEset, where each row represents a \(p \times p\) weights matrix stacked column-wise
optional character vector containing dimension names
Should duplicate weights matrices be removed from the SEset. Defaults to TRUE.
If FALSE, the directionality of edges is ignored, and the output
reflects in what proportion of the SEset an edge of any direction is present.
If TRUE, the proportion is calculated seperately for edges of either direction.
Defaults to TRUE
a \(p \times p\) matrix showing in what proportion particular edges are present. If directed=TRUE, elements ij denote the proportion of weights matrices containing a path from \(X_j\) to \(X_i\). If directed=F, the output will be a symmetric matrix, with element ij denoting in what proprtion an edge of either direction connects \(X_i\) to \(X_j\).
ryan2019SEset