library(CRFutil)
# Graph formula for Slayer field:
grphf <- ~A:B+A:C+A:D+A:E+B:C+B:D+B:E+C:D+D:E
# Check the graph:
gp <- ug(grphf, result = "graph")
dev.off()
iplot(gp)
# Adjacenty matrix:
adj <- ug(grphf, result="matrix")
# Make up random potentials and return a CRF-object
num.samps <- 100
n.states <- 2
slay <- sim.field.random(adjacentcy.matrix=adj, num.states=n.states, num.sims=num.samps, seed=1)
samps <- slay$samples
known.model <- slay$model
mrf.sample.plot(samps)
pot.info <- make.gRbase.potentials(known.model, node.names = gp@nodes)
s1<-1
s2<-2
f0 <- function(y){ as.numeric(c((y==1),(y==2)))} # Feature function
# First identify which nodes are associated with which parameters and store in the crf object:
# These are needed for the sum over k. See CRFutil for implenentation.
n2p <- nodes2params.list(known.model, storeQ = T)
# Try out the new formula on the first sampled configuration, node 3:
X <- samps[1,]
node.num <- 3
phi.X <- phi.features(
config = X,
edges.mat = known.model$edges,
node.par = known.model$node.par,
edge.par = known.model$edge.par,
ff = f0
)
phi.X
phi.Xc <- phi.features(
config = complement.at.idx(X,node.num),
edges.mat = known.model$edges,
node.par = known.model$node.par,
edge.par = known.model$edge.par,
ff = f0
)
phi.Xc
node.pars <- n2p[[node.num]]
node.pars
phi.X[node.pars]
phi.Xc[node.pars]
conditional.config.energy(config = X,
condition.element.number = node.num,
adj.node.list = known.model$adj.nodes,
edge.mat = known.model$edges,
one.lgp = pot.info$node.energies,
two.lgp = pot.info$edge.energies,
ff = f0)
conditional.config.energy(config = complement.at.idx(X, complement.index = node.num),
condition.element.number = node.num,
adj.node.list = known.model$adj.nodes,
edge.mat = known.model$edges,
one.lgp = pot.info$node.energies,
two.lgp = pot.info$edge.energies,
ff = f0)
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