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# StochasticChain.R
# This code calls a stochastic model algorithm in C++ for the solution of the partial differenctial
# equations represented by the transtion table (tt). It is a custom solution by David Silkworth
# rather than reproducing the Petri Net solution implemented by Paul Pukite in the original
# CARMS application.
# For those interested in studying this implementation using interpreted R code the formative
# file StochasticChain_Rcode.R has been included in the CARMS package.
#' @noRd
StochasticChain<-function(states, tt, simcontrol) {
tt_int<-c(tt$from, tt$to)
tt_float<-tt$rate
## this is the old call to the unregistered C++ code in the CARMS library
#outmat<-.Call("ChainSim", states, tt_int, tt_float, simcontrol, PACKAGE="CARMS")
outmat<-.Call(ChainSim, states, tt_int, tt_float, simcontrol)
nstates<-length(states)
initial_state_probabilities<-matrix(states, nrow=1, ncol=nstates)
outmat<-rbind(initial_state_probabilities, outmat)
outmat
}
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