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#' Convert internal representation of networks.
#'
#' Converts from representing the network as a list of target nodes to
#' representing it as a list of segments.
#'
#'
#' @param Ball Input network: List of target nodes, where each element is a
#' NumSegs by NumNodes matrix giving the parents for the target node in each
#' segment.
#' @param Eall Changepoints: List of target nodes, where each element contains
#' a vector of changepoints.
#' @return List with elements: \item{B_nets}{List of segments, where each
#' element contains a matrix of size NumNodes by NumNodes, representing the
#' network for that segment.} \item{segs}{Vector containing the global segment
#' boundaries.}
#' @author Frank Dondelinger
#' @export convert_nets
convert_nets <-
function(Ball, Eall) {
# Find 'global' segments (set of all target-specific segments)
segs = c()
for(target in 1:length(Ball)) {
segs = c(segs, Eall[[target]]);
}
segs = sort(unique(segs));
# Initialise segment list
B_nets = list()
mapping = matrix(0, length(Eall), length(segs) - 1)
# Build up segment list
local.seg = rep(0, length(Ball))
empty.matrix = matrix(0, dim(Ball[[1]])[2], length(Ball))
for(segment in 1:(length(segs) - 1)) {
seg.net = empty.matrix
for(target in 1:length(Ball)) {
local.seg.temp = local.seg[target]
if(segs[segment] == Eall[[target]][local.seg.temp+1]) {
local.seg.temp = local.seg.temp + 1
local.seg[target] = local.seg.temp
}
seg.net[,target] = Ball[[target]][local.seg.temp,]
mapping[target, segment] = local.seg.temp
}
B_nets[[segment]] = seg.net
}
return(list(B_nets=B_nets, seg=segs, mapping=mapping))
}
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