predict.TE_msm | R Documentation |
This function predicts the marginal cumulative incidences when a target trial population receives either the
treatment or non-treatment at baseline (for an intention-to-treat analysis) or either sustained treatment or
sustained non-treatment (for a per-protocol analysis). The difference between these cumulative incidences is the
estimated causal effect of treatment. Currently, the predict
function only provides marginal intention-to-treat and
per-protocol effects, therefore it is only valid when estimand_type = "ITT"
or estimand_type = "PP"
.
## S3 method for class 'TE_msm'
predict(
object,
newdata,
predict_times,
conf_int = TRUE,
samples = 100,
type = c("cum_inc", "survival"),
...
)
object |
Object from |
newdata |
Baseline trial data that characterise the target trial population that marginal cumulative incidences
or survival probabilities are predicted for. |
predict_times |
Specify the follow-up visits/times where the marginal cumulative incidences or survival probabilities are predicted. |
conf_int |
Construct the point-wise 95-percent confidence intervals of cumulative incidences for the target trial population under treatment and non-treatment and their differences by simulating the parameters in the marginal structural model from a multivariate normal distribution with the mean equal to the marginal structural model parameter estimates and the variance equal to the estimated robust covariance matrix. |
samples |
Number of samples used to construct the simulation-based confidence intervals. |
type |
Specify cumulative incidences or survival probabilities to be predicted. Either cumulative incidence
( |
... |
Further arguments passed to or from other methods. |
A list of three data frames containing the cumulative incidences for each of the assigned treatment options (treatment and non-treatment) and the difference between them.
# If necessary set the number of `data.table` threads
data.table::setDTthreads(2)
data("te_model_ex")
predicted_ci <- predict(te_model_ex, predict_times = 0:30, samples = 10)
# Plot the cumulative incidence curves under treatment and non-treatment
plot(predicted_ci[[1]]$followup_time, predicted_ci[[1]]$cum_inc,
type = "l",
xlab = "Follow-up Time", ylab = "Cumulative Incidence",
ylim = c(0, 0.7)
)
lines(predicted_ci[[1]]$followup_time, predicted_ci[[1]]$`2.5%`, lty = 2)
lines(predicted_ci[[1]]$followup_time, predicted_ci[[1]]$`97.5%`, lty = 2)
lines(predicted_ci[[2]]$followup_time, predicted_ci[[2]]$cum_inc, type = "l", col = 2)
lines(predicted_ci[[2]]$followup_time, predicted_ci[[2]]$`2.5%`, lty = 2, col = 2)
lines(predicted_ci[[2]]$followup_time, predicted_ci[[2]]$`97.5%`, lty = 2, col = 2)
legend("topleft", title = "Assigned Treatment", legend = c("0", "1"), col = 1:2, lty = 1)
# Plot the difference in cumulative incidence over follow up
plot(predicted_ci[[3]]$followup_time, predicted_ci[[3]]$cum_inc_diff,
type = "l",
xlab = "Follow-up Time", ylab = "Difference in Cumulative Incidence",
ylim = c(0.0, 0.5)
)
lines(predicted_ci[[3]]$followup_time, predicted_ci[[3]]$`2.5%`, lty = 2)
lines(predicted_ci[[3]]$followup_time, predicted_ci[[3]]$`97.5%`, lty = 2)
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