Package: primarycensored 1.5.2

Introduction | What are we going to do in this vignette | Analytic solutions for exponentially tilted primary event times | Uniform primary event time ($r=0$) | General partial expectation | General discrete censored delay distribution | Gamma distributed delay times | Gamma partial expectation | Survival function of $S_{+}$ for Gamma distribution | CDF form of $S_{+}$ for Gamma distribution | Gamma discrete censored delay distribution | Log-Normal distribution | Log-Normal partial expectation | Survival function of $S_{+}$ for Log-Normal distribution | CDF form of $S_{+}$ for Log-Normal distribution | Log-Normal discrete censored delay distribution | Weibull distribution | Weibull partial expectation | Survival function of $S_{+}$ for Weibull distribution | CDF form of $S_{+}$ for Weibull distribution | Weibull discrete censored delay distribution | Generalised gamma distribution | Generalised gamma partial expectation | Survival function of $S_{+}$ for generalised gamma distribution | CDF form of $S_{+}$ for generalised gamma distribution | Learning more | References

Introduction | What are we going to do in this vignette | Censoring and right truncation problems in time to event analysis | Statistical model used in primarycensored | Censored delay time distribution | Survival function of time from the end of the primary censoring window to the secondary event time | CDF form of $S_+$ for uniform primary | Probability of secondary event time within a secondary censoring window | Connections to other approaches | Connection to Park et al 2024 | Learning more | References

Introduction | Packages in this getting started vignette. | Generating random samples with rprimarycensored() | Compute the primary event censored cumulative distribution function (CDF) for delays with pprimarycensored() | Compute the primary event censored probability mass function (PMF) with dprimarycensored() | Other key functionality | Learning more