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##Copyright R. Gentleman, 2002, all rights reserved
##code for generating random graphs
##two different methods of generating random graphs on a given set of
##nodes
##M1: randomly generate edges from the choose(|V|, 2) possible edges
##M2: given V and a set of shared attributes M, select for each node
## of V a subset of M. Then compute edges according to whether
## nodes share common elements of M
##M2: sample "properties" from M with prob p
randomGraph <- function(V, M, p, weights = TRUE)
{
if( any(duplicated(V)) )
stop("node names must be unique")
V = as.character(V)
lenM <- length(M)
lenV <- length(V)
nSel <- lapply(V, function(x)
M[sample(c(TRUE,FALSE), lenM, TRUE, prob=c(p, 1-p))])
lens <- sapply(nSel, length)
objs <- unlist(nSel)
wh <- rep(seq_len(lenV), lens)
rval <- rep(list(list(edges=numeric(0))), lenV)
names(rval) <- V
tmp <- split(wh, objs)
for( vec in tmp )
for(i in vec)
for(j in vec)
if( i != j ) {
pos <- match(j, rval[[i]]$edges)
if(is.na(pos) ) {
rval[[i]]$edges <- c(rval[[i]]$edges, j)
if (weights) {
ln <-length(rval[[i]]$edges)
rval[[i]]$weights <- c(rval[[i]]$weights, 1)
names(rval[[i]]$weights)[ln] <- j
}
}
else
if (weights)
rval[[i]]$weights[[pos]] <- rval[[i]]$weights[[pos]]+1
}
graphNEL(nodes = V, edgeL=rval)
}
## gg<-randomGraph(letters[1:10], 1:4, .3)
## Random Edge Graph
randomEGraph <- function(V, p, edges)
{
nNodes <- length(V)
nEdges <- nNodes*(nNodes-1)/2
if( any(duplicated(V)) )
stop("elements of 'V' must be unique")
if( !xor(missing(p), missing(edges)) )
stop("specify either 'edges' or 'p'")
if( !missing(p) && (!is.numeric(p) || length(p)!=1 || 0>p || p>1 ))
stop("for 'p', specify a number between 0 and 1")
if( !missing(edges) && (length(edges) != 1 || edges < 0 || edges > nEdges))
stop("for 'edges', specify a number between 0 and ", nEdges)
## sample the edges
if(!missing(p)) {
i <- which(runif(nEdges) <= p)
} else {
i <- sample(nEdges, replace=FALSE, size=edges)
}
## convert to from-to matrix
ft <- int2ftM(i)
## replace integers by node names
ft <- cbind(V[ft[,1]], V[ft[,2]])
return(ftM2graphNEL(ft, V=V, edgemode="undirected"))
}
randomNodeGraph <- function(nodeDegree)
{
if( any(nodeDegree < 0 ) )
stop("only positive degrees allowed")
numEdge <- sum(nodeDegree)
if( numEdge %% 2 != 0 )
stop("sum of degrees must be even")
wh <- sample(numEdge)
Nodes <- rep(names(nodeDegree), nodeDegree)
if( is.null(Nodes) )
stop("nodes must be named")
from <- Nodes[wh[seq_len(numEdge/2)]]
to <- Nodes[wh[(1+numEdge/2):numEdge]]
edL <- split(to, from)
eN <- names(nodeDegree)
outL <- lapply(edL, function(x) list(edges=match(x, eN),
weights=rep(1, length(x))))
oL <- rep(list(list(numeric(0))), length(eN))
names(oL) <- eN
oL[names(outL)] <- outL
g <- graphNEL(nodes=names(oL), edgeL=oL,
edgemode="directed")
g
}
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