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pag2conf <- function(P) {
## Purpose: Constructs a matrix which contains identifiably unconfounded
## node pairs in the Markov equivalence class represented
## by directed partial ancestral graph P.
## ----------------------------------------------------------------------
## Arguments:
## - P: adjacency matrix of type amat.pag
## P[i,j] = 0 iff no edge btw i,j
## P[i,j] = 1 iff i *-o j
## P[i,j] = 2 iff i *-> j
## P[i,j] = 3 iff i *-- j
## P has to be directed, i.e., it should not contain undirected
## (x --- y) or circle-tail (x o-- y) edges
## ----------------------------------------------------------------------
## Value:
## - conf: matrix containing for each ordered pair of nodes whether the
## absence of a bidiricted edge was identified
## ----------------------------------------------------------------------
## Author: Joris Mooij, Date: Nov 2020
p<-dim(P)[1]
conf<-matrix(0,p,p)
rownames(conf)<-rownames(P)
colnames(conf)<-colnames(P)
for( i in seq_len(p) ) {
for( j in seq_len(p) ) {
## Proposition 6 in Mooij & Claassen (2020)
if( P[i,j] == 0 ) { # nonadjacent ==> nonconfounded
conf[i,j] = -1
conf[j,i] = -1
} else if( P[i,j] == 2 && P[j,i] == 3 ) { # i->j
if( visibleEdge(P,i,j) ) { # not confounded
conf[i,j] = -1
conf[j,i] = -1
}
}
}
}
return(conf)
} ## {pag2conf}
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