dtomogplot(r0, r1, c0, c1, time.vec=NA,
xlab="fraction of r0 in c0 (p0)",
ylab="fraction of r1 in c0 (p1)",
color.palette=heat.colors, bgcol="black", ...)
where $r_0$, $r_1$, $c_0$, $c_1$, and $N$ are non-negative integers that are observed. The interior cell entries are not observed. It is assumed that $Y_0|r_0 \sim \mathcal{B}inomial(r_0, p_0)$ and $Y_1|r_1 \sim \mathcal{B}inomial(r_1, p_1)$.
This function plots the bounds on the maximum likelihood estimates for (p0, p1) and color codes them by the elements of time.vec.
Kevin M. Quinn. 2002. ``Ecological Inference in the Presence of Temporal Dependence.'' Paper prepared for Ecological Inference Conference, Harvard University, June 17-18, 2002.
MCMCbaselineEI
, MCMChierEI
,
MCMCdynamicEI
,tomogplot
r0 <- rpois(20, 300)
r1 <- rpois(20, 200)
c0 <- 100 + 1:20*7 + rpois(20, 30)
c1 <- (r0+r1) - c0
dtomogplot(r0, r1, c0, c1, time.vec=1901:1920)
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