tteICE1.1.1 package

Treatment Effect Estimation for Time-to-Event Data with Intercurrent Events

plot_ate

Plot estimated treatment effects

plot_inc

Plot estimated cumulative incidence functions (CIFs)

plot.tteICE

Plot method for 'tteICE' objects

predict.tteICE

Predict method for 'tteICE' objects at specific time points

print.tteICE

Print method for 'tteICE' objects

scr.composite.eff

Fit CIFs using composite variable strategy for semicompeting risks dat...

scr.composite

Fit CIFs using composite variable strategy for semicompeting risks dat...

scr.natural.eff

Fit CIFs using hypothetical strategy (I) for semicompeting risks data,...

scr.natural

Fit CIFs using hypothetical strategy (I) for semicompeting risks data

scr.principal.eff

Fit CIFs using principal stratum strategy for semicompeting risks data...

scr.principal

Fit CIFs using principal stratum strategy for semicompeting risks data

scr.removed.eff

Fit CIFs using hypothetical strategy (II) for semicompeting risks data...

scr.removed

Fit CIFs using hypothetical strategy (II) for semicompeting risks data

scr.treatment.eff

Fit CIFs using treatment policy strategy for semicompeting risks data,...

scr.treatment

Fit CIFs using treatment policy strategy for semicompeting risks data

scr.tteICE

Fit CIFs for semicompeting risks time-to-event data with intercurrent ...

scr.whileon.eff

Fit CIFs using while on treatment strategy for semicompeting risks dat...

scr.whileon

Fit CIFs using while on treatment strategy for semicompeting risks dat...

summary.tteICE

Summary method for 'tteICE' objects

surv.boot

Calculate standard errors for estimated CIFs and treatment effects

surv.composite.eff

Fit CIFs using composite variable strategy for competing risks data, b...

surv.composite

Fit CIFs using composite variable strategy for competing risks data

surv.HR

Estimate hazard ratios

surv.natural.eff

Fit CIFs using hypothetical strategy (I) for competing risks data, bas...

surv.natural

Fit CIFs using hypothetical strategy (I) for competing risks data

surv.principal.eff

Fit CIFs using principal stratum strategy for competing risks data, ba...

surv.principal

Fit CIFs using principal stratum strategy for competing risks data

surv.removed.eff

Fit CIFs using hypothetical strategy (II) for competing risks data, ba...

surv.removed

Fit CIFs using hypothetical strategy (II) for competing risks data

surv.treatment.eff

Fit CIFs using treatment policy strategy for competing risks data, bas...

surv.treatment

Fit CIFs using treatment policy strategy for competing risks data

surv.tteICE

Fit CIFs for competing risks time-to-event data with intercurrent even...

surv.whileon.eff

Fit CIFs using while on treatment strategy for competing risks data, b...

surv.whileon

Fit CIFs using while on treatment strategy for competing risks data

tteICE-package

tteICE: Treatment Effect Estimation for Time-to-Event Data with Interc...

tteICE

Using formula to fit CIFs for time-to-event data with intercurrent eve...

tteICEShiny

Shiny app for tteICE

Analysis of treatment effects in clinical trials with time-to-event outcomes is complicated by intercurrent events. This package implements methods for estimating and inferring the cumulative incidence functions for time-to-event (TTE) outcomes with intercurrent events (ICE) under the five strategies outlined in the ICH E9 (R1) addendum, see Deng (2025) <doi:10.1002/sim.70091>. This package can be used for analyzing data from both randomized controlled trials and observational studies. In general, the data involve a primary outcome event and, potentially, an intercurrent event. Two data structures are allowed: competing risks, where only the time to the first event is recorded, and semicompeting risks, where the times to both the primary outcome event and intercurrent event (or censoring) are recorded. For estimation methods, users can choose nonparametric estimation (which does not use covariates) and semiparametrically efficient estimation.

  • Maintainer: Yi Zhou
  • License: GPL-3
  • Last published: 2026-02-04