relsurv2.3-2 package

Relative Survival

cmp.rel

Compute crude probability of death

epa

Excess hazard function smoothing

expprep2

expprep2 function

invtime

Inverse transforming of time in Relative Survival

joinrate

Join ratetables

nessie

Net Expected Sample Size Is Estimated

plot_f

Plot the absolute risk (observed and population curve)

plot_years

Plot the years measure

plot.cmp.rel

Plot the crude probability of death

plot.rs.zph

Graphical Inspection of Proportional Hazards Assumption in Relative Su...

popsurv

Calculate the expected (population) survival

predict.rsadd

Subject-specific prediction from rsadd

residuals.rsadd

Calculate Residuals for a "rsadd" Fit

rs.br

Test the Proportional Hazards Assumption for Relative Survival Regress...

rs.diff

Test Net Survival Curve Differences

rs.surv

Compute a Relative Survival Curve

rs.surv.rsadd

Compute a Relative Survival Curve from an additive relative survival m...

rs.zph

Behaviour of Covariates in Time for Relative Survival Regression Model...

rsaalen

Fit an extended additive hazards model using relative survival

rsadd

Fit an Additive model for Relative Survival

rsmul

Fit Andersen et al Multiplicative Regression Model for Relative Surviv...

rstrans

Fit Cox Proportional Hazards Model in Transformed Time

summary.cmp.rel

Summary of the crude probability of death

survaalen

Fit an additive hazards model

survfit.rsadd

Compute a Predicited Survival Curve

survsplit

Split a Survival Data Set at Specified Times

transrate.hld

Reorganize Data obtained from Human Life-Table Database into a Ratetab...

transrate.hmd

Reorganize Data obtained from Human Mortality Database into a Ratetabl...

transrate

Reorganize Data into a Ratetable Object

years

Compute one of the life years measures

Contains functions for analysing relative survival data, including nonparametric estimators of net (marginal relative) survival, relative survival ratio, crude mortality, methods for fitting and checking additive and multiplicative regression models, transformation approach, methods for dealing with population mortality tables. Work has been described in Pohar Perme, Pavlic (2018) <doi:10.18637/jss.v087.i08>.

  • Maintainer: Damjan Manevski
  • License: GPL (>= 2)
  • Last published: 2025-01-28