control.prior {PrevMap} | R Documentation |
Priors specification
Description
This function is used to define priors for the model parameters of a Bayesian geostatistical model.
Usage
control.prior(
beta.mean,
beta.covar,
log.prior.sigma2 = NULL,
log.prior.phi = NULL,
log.prior.nugget = NULL,
uniform.sigma2 = NULL,
log.normal.sigma2 = NULL,
uniform.phi = NULL,
log.normal.phi = NULL,
uniform.nugget = NULL,
log.normal.nugget = NULL
)
Arguments
beta.mean |
mean vector of the Gaussian prior for the regression coefficients. |
beta.covar |
covariance matrix of the Gaussian prior for the regression coefficients. |
log.prior.sigma2 |
a function corresponding to the log-density of the prior distribution for the variance |
log.prior.phi |
a function corresponding to the log-density of the prior distribution for the scale parameter of the Matern correlation function; default is |
log.prior.nugget |
optional: a function corresponding to the log-density of the prior distribution for the variance of the nugget effect; default is |
uniform.sigma2 |
a vector of length two, corresponding to the lower and upper limit of the uniform prior on |
log.normal.sigma2 |
a vector of length two, corresponding to the mean and standard deviation of the distribution on the log scale for the log-normal prior on |
uniform.phi |
a vector of length two, corresponding to the lower and upper limit of the uniform prior on |
log.normal.phi |
a vector of length two, corresponding to the mean and standard deviation of the distribution on the log scale for the log-normal prior on |
uniform.nugget |
a vector of length two, corresponding to the lower and upper limit of the uniform prior on |
log.normal.nugget |
a vector of length two, corresponding to the mean and standard deviation of the distribution on the log scale for the log-normal prior on |
Value
a list corresponding the prior distributions for each model parameter.
Author(s)
Emanuele Giorgi e.giorgi@lancaster.ac.uk
Peter J. Diggle p.diggle@lancaster.ac.uk
See Also
See "Priors definition" in the Details section of the binomial.logistic.Bayes
function.