Specify priors brms-style: a distribution call plus a parameter class,
optionally narrowed to a single coefficient (coef) or block
(group). Distributions are written on the natural (standard-deviation)
scale and translated to JAGS's precision parameterization automatically.
prior(normal(0, 10), class = "b") # all fixed coefficients
prior(normal(0, 1), class = "b", coef = "education") # one coefficient
prior(exponential(1), class = "sd") # RE standard deviations
prior(lkj(2), class = "cor") # RE correlation (re(cor=TRUE))
prior(student_t(3,0,5), class = "Intercept")
prior(normal(0, 1), class = "w") # weight-model parameters
prior(uniform(0, 1), class = "fn", coef = "c") # fn shape parametersCombine several with c() and pass as bml(..., prior = c(...)).
Raw JAGS strings remain a power-user escape hatch: character elements such as
"b.fn.1[1] ~ dnorm(0, 0.1)" are passed through untranslated.
Arguments
- dist
A distribution call. Supported:
normal(mu, sigma),student_t(nu, mu, sigma),cauchy(mu, sigma),exponential(rate),gamma(shape, rate),uniform(lower, upper),lkj(eta)(class"cor"only). Scale parameters are standard deviations, not precisions.- class
Parameter class. One of:
"Intercept": the main intercept"b": fixed coefficients (main-formula terms and block features); narrow withcoef(term label, e.g."education"or a feature name like"A_x")"sd": random-effect standard deviations; narrow withgroup("mm"/"hm"or a block id like"mm.1") andcoef("Intercept"or a slope variable)"cor": the RE intercept-slope correlation (only exists when the user opts intore(..., cor = TRUE)) — uselkj(eta)"sigma": the Gaussian residual SD"shape": the Weibull shape parameter"w": weight-model parameters (free symbols inw())"fn":fn()shape parameters (c,kappa,p, DSL free symbols); narrow withcoef
- coef
Optional coefficient/parameter name to narrow the prior to.
- group
Optional block identifier (e.g.
"mm.1","hm.2", or just"mm"/"hm").
Value
A bml_prior data frame (one row per prior); combine with c().