| hUM.post | R Documentation | 
MCMC sampling from a Dirichlet-Multinomial model using stan.
hUM.post(nsamples, X, popId, rhoId, full.stan.out = FALSE, ...)
nsamples | 
 Number of posterior samples  | 
X | 
 4-column or 5-column matrix of observations in the correct format.  See   | 
popId | 
 Optional vector of population identifiers.  See   | 
rhoId | 
 Populations for which posterior samples of the genotype probability vector   | 
full.stan.out | 
 Logical.  Whether or not to return the full   | 
... | 
 Further arguments to be passed to the   | 
The hierarchical Dirichlet-Multinomial model is given by
  Y_k \mid \rho_k \sim_{\textrm{ind}} \textrm{Multinomial}(\rho_k, N_k),
  \rho_k \sim_{\textrm{iid}} \textrm{Dirichlet}(\alpha).
where \alpha_0 = \sum_{i=1}^C \alpha_i and \bar \alpha = \alpha/\alpha_0.  MCMC sampling is achieved with the rstan package, which is listed as a dependency for MADPop so as to expose rstan's sophisticated tuning mechanism and convergence diagnostics.
A list with elements
A: The unique allele names.
G: The 4-column matrix Package libcurl was not found in the pkg-config search path.of unique genotype combinations.
rho: A matrix with ncol(rho) == nrow(G), where each row is a draw from the posterior distribution of inheritance probabilities.
sfit: If full.stan.out = TRUE, the fitted stan object.
# fit hierarchical model to fish215 data
# only output posterior samples for lake Simcoe
rhoId <- "Simcoe"
nsamples <- 500
hUM.fit <- hUM.post(nsamples = nsamples, X = fish215,
                    rhoId = rhoId,
                    chains = 1) # number of MCMC chains
# plot first 20 posterior probabilities in lake Simcoe
rho.post <- hUM.fit$rho[,1,]
boxplot(rho.post[,1:20], las = 2,
        xlab = "Genotype", ylab = "Posterior Probability",
        pch = ".", col = "grey")
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