Description Usage Arguments Details Value Note Author(s) See Also Examples
Runs Gelman and Rubin diagnostics from CODA multiple times, to get an idea of the variation in convergence statistics
1 | calc.mult.GR(data, n=10, tot=20000, burn=1, verbose=FALSE)
|
data |
Mixed stock analysis data (a list with elements |
n |
Number of replicates to run |
tot |
Total number of iterates for each chain |
burn |
Burn-in time for each chain |
verbose |
Produce verbose output? |
Runs calc.GR
multiple times, produces a summary table of the
maximum point estimate and maximum 97.5% estimate (across all
variables) for each run with a different random-number seed.
A matrix with each row giving the random-number seed, max. point estimate, max. 97.5% quantile for each run.
The generally accepted criteria for declaring convergence according to Gelman and Rubin is that all of the 97.5% quantiles of the estimates of shrink factors are less than 1.2.
Ben Bolker
calc.GR
1 2 |
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