View source: R/print_mcmlrts.R
predict.grid | R Documentation |
grid
objectExtract incidence and relative risk predictions. The predictions will be extracted from the last model fit in the grid
object.
If no previous model fit then use either grid$lgcp_ml()
or grid$lgcp_bayes()
, or see grid$model_fit()
to update the stored model fit.
## S3 method for class 'grid'
predict(
object,
type = c("pred", "rr", "irr"),
irr.lag = NULL,
t.lag = 0,
popdens = NULL,
verbose = TRUE,
...
)
object |
A |
type |
Vector of character strings. Any combination of "pred", "rr", and "irr", which are, posterior mean incidence (overall and population standardised), relative risk, and incidence rate ratio, respectively. |
irr.lag |
integer. If "irr" is requested as |
t.lag |
integer. Extract predictions for previous time periods. |
popdens |
character string. Name of the column in |
verbose |
Logical indicating whether to print messages to the console |
... |
Further arguments passed from other methods |
Three outputs can be extracted from the model fit:
Predicted incidence: If type includes pred
then pred_mean_total
and
pred_mean_total_sd
provide the
predicted mean total incidence and its standard deviation, respectively.
pred_mean_pp
and pred_mean_pp_sd
provide the predicted population
standardised incidence and its standard deviation. These are added to the grid data or to the
regional data for spatially-aggregated data.
Relative risk: if type includes rr
then the relative risk is reported in
the columns rr
and rr_sd
. The relative risk here is the exponential
of the latent field, which describes the relative difference between
expected mean and predicted mean incidence. These are added to the grid data.
Incidence risk ratio: if type includes irr
then the incidence rate ratio (IRR)
is reported in the columns irr
and irr_sd
. This is the ratio of the predicted
incidence in the last period (minus t_lag
) to the predicted incidence in the
last period minus irr_lag
(minus t_lag
). For example, if the time period
is in days then setting irr_lag
to 7 and leaving t_lag=0
then the IRR
is the relative change in incidence in the present period compared to a week
prior. These are added to the grid data or to the
regional data for spatially-aggregated data.
An sf
object in which the predictions are stored.
# See examples for grid$lgcp_bayes() and grid$lgcp_ml()
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