Bayesian spatial models in INLA

Available ‘latent’ models to use in terms of the linear predictor:

inla.list.models("latent")
## Section [latent]
##      2diid                         (This model is obsolute)                
##      ar                            Auto-regressive model of order p (AR(p))
##      ar1                           Auto-regressive model of order 1 (AR(1))
##      ar1c                          Auto-regressive model of order 1 w/covariates
##      besag                         The Besag area model (CAR-model)        
##      besag2                        The shared Besag model                  
##      besagproper                   A proper version of the Besag model     
##      besagproper2                  An alternative proper version of the Besag model
##      bym                           The BYM-model (Besag-York-Mollier model)
##      bym2                          The BYM-model with the PC priors        
##      cgeneric                      Generic latent model specified using C  
##      clinear                       Constrained linear effect               
##      copy                          Create a copy of a model component      
##      crw2                          Exact solution to the random walk of order 2
##      dmatern                       Dense Matern field                      
##      fgn                           Fractional Gaussian noise model         
##      fgn2                          Fractional Gaussian noise model (alt 2) 
##      generic                       A generic model                         
##      generic0                      A generic model (type 0)                
##      generic1                      A generic model (type 1)                
##      generic2                      A generic model (type 2)                
##      generic3                      A generic model (type 3)                
##      iid                           Gaussian random effects in dim=1        
##      iid1d                         Gaussian random effect in dim=1 with Wishart prior
##      iid2d                         Gaussian random effect in dim=2 with Wishart prior
##      iid3d                         Gaussian random effect in dim=3 with Wishart prior
##      iid4d                         Gaussian random effect in dim=4 with Wishart prior
##      iid5d                         Gaussian random effect in dim=5 with Wishart prior
##      iidkd                         Gaussian random effect in dim=k with Wishart prior
##      intslope                      Intecept-slope model with Wishart-prior 
##      linear                        Alternative interface to an fixed effect
##      log1exp                       A nonlinear model of a covariate        
##      logdist                       A nonlinear model of a covariate        
##      matern2d                      Matern covariance function on a regular grid
##      meb                           Berkson measurement error model         
##      mec                           Classical measurement error model       
##      ou                            The Ornstein-Uhlenbeck process          
##      revsigm                       Reverse sigmoidal effect of a covariate 
##      rgeneric                      Generic latent model specified using R  
##      rw1                           Random walk of order 1                  
##      rw2                           Random walk of order 2                  
##      rw2d                          Thin-plate spline model                 
##      rw2diid                       Thin-plate spline with iid noise        
##      scopy                         Create a scopy of a model component     
##      seasonal                      Seasonal model for time series          
##      sigm                          Sigmoidal effect of a covariate         
##      slm                           Spatial lag model                       
##      spde                          A SPDE model                            
##      spde2                         A SPDE2 model                           
##      spde3                         A SPDE3 model                           
##      z                             The z-model in a classical mixed model formulation