Description Usage Arguments Value References See Also Examples
It can be used to specify either a prior distribution for a model parameter or a likelihood function for an observation model.
1 2 3  | 
xBeta | 
 Either a fixed value or a prior density for the parameter of the regression.  | 
M | 
 An integer with the number of covariates in the observation regression model.  | 
N | 
 An integer with the number of trials (fixed quantity).  | 
ordered | 
 (optional) A logical setting an increasing ordering constraint on any univariate parameter and any unconstrained parameter vector. Ordered simplices (e.g.   | 
equal | 
 (optional) A logical setting whether the parameter takes the same value in every hidden state, i.e. the parameter is shared across states. It defaults to unequal parameters.  | 
bounds | 
 (optional) A list with two elements specifying the lower and upper bound for the parameter space. Use either a fixed value for a finite bound or NULL for no bounds. It defaults to an unbounded parameter space.  | 
trunc | 
 (optional) A list with two elements specifying the lower and upper bound for the domain of the density function. Use either a fixed value for a finite bound or NULL for no truncation. It defaults to an unbounded domain.  | 
k | 
 (optional) The number of the hidden state for which this density should be used. This argument is mostly for internal use: you should not use it unless you are acquainted with the internals of this software.  | 
r | 
 (optional) The dimension of the observation vector dimension for which this density should be used. This argument is mostly for internal use: you should not use it unless you are acquainted with the internals of this software.  | 
param | 
 (optional) The name of the parameter. This argument is mostly for internal use: you should not use it unless you are acquainted with the internals of this software.  | 
A Density object.
Betancourt, Michael (2017) Identifying Bayesian Mixture Models Stan Case Studies Volume 4. Link.
Other Density: Bernoulli, Beta,
Binomial, Categorical,
Cauchy, CholeskyLKJCor,
Density, Dirichlet,
Exponential, GammaDensity,
Gaussian, ImproperUniform,
InitialFixed, InitialSoftmax,
InverseWishart,
MVGaussianCholeskyCor,
MVGaussian, MVStudent,
Multinomial,
NegativeBinomialLocation,
NegativeBinomial, Poisson,
RegBernoulliLogit,
RegBinomialLogit,
RegBinomialProbit,
RegGaussian, Student,
TransitionFixed,
TransitionSoftmax, Wishart
1 2 3 4 5  | RegCategoricalSoftmax(
  xBeta = Gaussian(0, 10),
  M     = 3,
  N     = 10
)
 | 
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