This vignette help you deal with troubling messages from the
Example of model (NB: the
run_model functions must have
been run without errors before trying to solve the convergence
<- system.file("extdata", "example_stomach_data.csv",
example_stomach_data_path package = "EcoDiet")
<- system.file("extdata", "example_biotracer_data.csv",
example_biotracer_data_path package = "EcoDiet")
<- preprocess_data(biotracer_data = read.csv(example_biotracer_data_path),
data trophic_discrimination_factor = c(0.8, 3.4),
literature_configuration = FALSE,
stomach_data = read.csv(example_stomach_data_path))
filename write_model(file.name = filename, literature_configuration = literature_configuration, print.model = F)
<- run_model(filename, data, run_param="test")mcmc_output
Several issues can be encountered when running Bayesian models that use Markov Chain Monte Carlo (MCMC) simulation. These issues are linked to the MCMC samplers, i.e. the objects that will be used to update the parameters of the model at each iteration, first drawing values from prior distributions, to then progressively moving over a posterior distribution and converge on a target distribution.
In some (infrequent) cases, you may encounter issues during the
adaptation phase. The adaptation phase is a period during which, once a
model has been initialized, the samplers modify their behavior (hence,
adapting to the model structure) for an increased efficiency of
the forthcoming sampling process. Adaptation phase issues will occur
within JAGS and will then be communicated to the R package exchanging
with it (here,
jagsUI), which should then print a warning
message and potentially stop the model run.
In this situation, you should see in the console a Adaptation
incomplete warning or a Stopping adaptation note. Such
messages indicate that the samplers are not optimized for your model
after the Adaptation phase. This tends to happen in complex models for a
too small number of adaptation steps (
nb_adapt). In the v
EcoDiet is run with the
which does not require to specify an number of adaptation steps. By
jagsUI will run groups of 100 adaptation
iterations, up to a maximum of 10,000 iterations, until JAGS identifies
the adaptation as sufficient. If such adaptation warnings/notes appear,
it means that the default number of adaptation steps in jagsUI is still
too low and that you should manually specify a higher number of
adaptation steps using
nb_adapt in the
run_param argument of the
<- run_model(filename, data, run_param=list(nb_iter=100000, nb_burnin=50000, nb_thin=50, nb_adapt=50000), parallelize = T)mcmc_output
Because of the number of iterations used for the default adaptation phase by jagsUI, we recommend to start with nb_adapt > 10,000.
In theory, an MCMC sampler should converge to the target distribution as the number of iterations tends to infinite. However, MCMC simulation are (luckily) less-than-infinite. For several reasons, one or several variables may have difficulties to converged over that target distribution.
In this situation, you should be notified in by:
jagsUI package, that will flag any convergence
failures (Rhat > 1.1) by the following message WARNING Rhat
values indicate convergence failure. This message will be displayed
in the summary paragraph provided at the end of the
EcoDiet model, which will print a
Convergence warning (red text). The number of variables not
converging displayed in the warning, relatively to the total number of
variables monitored, will give you an idea of the convergence issues
extent. It will also indicate a potential convergence failure based on
the same criteria and indicate the number of variables for which
convergence diagnostic is not satisfying
As previously mentioned, convergence issues could be related to one or several variables and may be of variable importance. The first thing to do in case of convergence issues will be to investigate this further.
EcoDiet package provides you with several ways of
jagsUI package on which is based
EcoDiet (version >= 2.0.0) prints at the end of each
model run a short summary of the model configuration, statistics on the
MCMC samples and information on the convergence of the variables.
Convergence is assessed via the Gelman-Rubin diagnostic that you will be
able to check in the summary table printed in the console, also
accessible within the jagsUI object returned by the
run_model function .
EcoDiet built-in Convergence warning
message is systematically returned by the
function (red text).
diagnose_model function allows you to
perform the more complete Gelman-Rubin diagnostic on the MCMC outputs
and compile all these coefficients in a matrix object. It can also
[Note that, in the present version of the
package, all convergence diagnostics are based on Gelman-Rubin test. In
the future, other diagnostics could be integrated. If you are used to
work with models employing GIBS or other MCMC techniques, you could also
directly use the jasgUI outputs to test other flavors of convergence
To summary, in terms of code, you can investigate the convergence of the model by alternatively running the following:
# Option 1: use the jagsUI object
# Option 2: diagnose function
<- diagnose_model(mcmc_output_example) # just display the Gelman-Rubin diagnostic
# Option 3: diagnose function
<- diagnose_model(mcmc_output_example, var.to.diag = "all", save = TRUE) # Display the Gelman-Rubin diagnostic and produce the plots
You should use this information to elaborate some strategies for tackling convergence issues.
The first and easy thing that you should try is setting a higher number of iterations steps to run the model. Be aware that, depending on your data (e.g., food-web complexity, data informativeness), this can take hours or days to run. Using the model shortcuts provided in version 2.0.0, you could for example successively try to run youyr model in the “normal”, “long” then “very long” configurations.
Increasing the number of iterations is a good solution in many cases and you should start from this. It would definitly look especially pertinent when convergence diagnoses show that, additionally to a substantial number of variables with numerous variables have a Rhat > 1.1, a lot of them are between 1.05 and 1.01.
<- run_model(filename, data, run_param="normal")
mcmc_output <- run_model(filename, data, run_param="long")
mcmc_output <- run_model(filename, data, run_param="very long")mcmc_output
For very complex models, you may see also consider to increase the
adaptation phase as specified in the dedicated paragraph above. Even if
the adaptation is considered “sufficient” by JAGS, it doesn’t mean that
the samplers can’t be still better designed to fit the model structure.
Manually setting an nb_adapt and progressively increase its value may
still enhance the efficiency of your samplers and allow the model to
reach better convergence for the same number of iterations. By keeping
the number of iterations constant, you can progressively increase the
nb_adapt as long as it seems to have an impact on
Using this lever would look relevant if you reach low Rhat for many variables but still have a small set of variables that exceed 1.1, and if these variables are not systematically the same.
Please note that the model configurations associated with the
run_param shortcuts always specify nb_adapt.
The next step might be to define starting values from which to run the MCMC chains. By default JAGS will use the prior distributions to randomly fix the starting values of the chains, which can cause problems.
A large inconsistency between the literature priors and the data can
eventually create convergence problems. Thus, first check and eventually
modify the prior distributions used through the
literature_diets table, the
literature_slope parameters (if you used priors from
Or you can try to manually set a good set of fixed values for initializing MCMC chains, i.e., fixed values that you know are close to the values you want the model to converge to. This way the model is given a good start and it should be faster to converge.
If you still have an ‘adaptation incomplete’ warning or ‘Stopping adaptation’ note, you can just live with the sub-optimal sampler efficiency and run the model for a higher number of iterations.
If you still have a ‘convergence problem’ message, you cannot use the obtained results as they are clearly incorrect. However, note that for highly complex case studies, the dimension of the model may be considerable hence the time required by the runs may be dramatically long. In that context, while analyzing your results carefully, you might be willing to use your model outputs if a only a very limited number of variables don’t reach convergence after especially long runs but are really close from convergence. This should only done after exploration of all existing means to reach full convergence of the model.