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I am a little confused about how you set the matrices G, H, and K for the simulations in terms of the codes below? How did you pick the entry values, the diagonal and off-diagonal ones(e.g. -0.25, -0.4, 1), for G, H, and K in both cases?
Also, could you please give me a little more idea how can I draw a graph given G,H, and K? Could you lead me to the relevant codes?
modelList[[i]] <- HurdleNormal:::simulateHurdle210(N=thisN, thisP, c('G', 'Hupper', 'Hlower', 'K'), structure='chain', structureArgs=list(sparsity=thisSparsity), intensityArgs=list(G=-.25,K=-.4, Hupper=-.75, Hlower=-.75), Gdiag=-.5, Hdiag=1, gibbs_args=list(mvnorm=mvnorm, kcell=kcell, post_fun=contam))
modelList[[i]] <- HurdleNormal:::simulateHurdle210(N=thisN, thisP, c('G'), structure='chain', structureArgs=list(sparsity=thisSparsity), intensityArgs=list(G=1), Gdiag=-4.5, Hdiag=2, gibbs_args=list(mvnorm=mvnorm, kcell=kcell, post_fun=contam))
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