fusionData | R Documentation |
Takes various datasets and formulas from different spatial data types and process them to prepare for spatial fusion modeling using either Stan or INLA.
fusionData(geo.data, geo.formula, lattice.data, lattice.formula, pp.data, distributions, domain = NULL, method = c("Stan", "INLA"), proj4string = CRS(as.character(NA)), stan.control = NULL)
geo.data |
an object of class |
geo.formula |
an object of class |
lattice.data |
an object of class |
lattice.formula |
an object of class |
pp.data |
an object of class |
distributions |
a vector of strings. Specifying the distributions of each geostatistical and lattice response variable, currently “Gaussian” or “normal”, “Poisson” (count) and “Bernoulli” (binary) are supported. Note: no distribution is required to be specified for point pattern data. |
domain |
an object of class |
method |
character. Either 'Stan' or 'INLA', the method to be used for fitting the spatial fusion model later. |
proj4string |
projection string of class |
stan.control |
a named list of parameters to control the Stan implementation of spatial fusion models. Default to NULL such that all the default values are used.
|
It is not possible to add covariate for point pattern data in the spatial fusion framework. However, an offset term can be supplied to pp.offset
in the modelling stage with fusion
. Any covariate information can be taken into account by firstly fit a fixed effect model and enter the fitted values into the offset term.
The returned value is an object of either class dstan
or dinla
, depending on the chosen method
. They are both lists that contain:
distributions |
distribution specified each response variable. |
n_point |
sample size for geostatistical data. |
n_area |
sample size for lattice data. |
n_grid |
Set to 1 for INLA, set to the number of grids for Stan. |
p_point |
number of coefficients for geostatistical model component (only if there is geostatistical data). |
n_point_var, n_area_var, n_pp_var |
number of response variables for each data type. |
Y_point |
response variable for geostatistical data (only if there is geostatistical data). |
X_point |
covariates for geostatistical data (only if there is geostatistical data). |
p_area |
number of coefficients for lattice model component (only if there is lattice data). |
Y_area |
response variable for lattice data (only if there is lattice data). |
X_area |
covariates for lattice data (only if there is lattice data). |
geo.formula, lattice.formula |
formulas used for geostatistical and lattice data. |
dstan
additionally contains:
n_neighbor |
number of nearest neighbors to consider for NNGP modelling. |
n_sample |
total number of sampling points. |
nearid, nearind_sample |
vectors containing neighborhood indices |
C_nei, C_site_nei, sC_nei, sC_site_nei |
various distance matrices |
A1 |
aggregation matrix that maps sampling points to areal averages (only if there is lattice data). |
Y_pp |
the number of cases/events in each grid for point pattern data (only if there is point pattern data). |
area |
the area of each grid (only if there is point pattern data). |
grd_lrg |
the grid generated for point pattern data modeling (only if there is point pattern data). |
locs |
all the locations where the latent components are modelled. |
dinla
additionally contains:
domain |
spatial domain as a SpatialPolygons-class |
locs_point |
locations of geostatistical data. |
locs_pp |
locations of point pattern data. |
poly |
lattice data as a SpatialPolygonsDataFrame-class. |
Craig Wang
fusion.dinla
, fusion.dstan
## example based on simulated built-in data dat <- fusionData(dataGeo, lungfunction ~ covariate, dataLattice, mortality ~ covariate, dataPP, distribution = c("normal","poisson"), domain = dataDomain, method = "INLA") ## Not run: if (require("INLA", quietly = TRUE)) { ## fit a spatial fusion model on the prepared data ## pp.offset = 400 was chosen based on simulation parameters mod <- fusion(data = dat, n.latent = 1, bans = 0, pp.offset = 400, prior.range = c(0.1, 0.5), prior.sigma = c(1, 0.5), mesh.locs = dat$locs_point, mesh.max.edge = c(0.5, 1)) ## parameter estimates summary(mod) } ## End(Not run)
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