Analytical solution for the normal distribution, which has support on
the reals.
The primary event window \([d - w_P, d]\) is not clipped at zero.
See vignette("analytic-solutions") for the derivation.
Usage
# S3 method for class 'pcens_pnorm_dunif'
pcens_cdf(object, q, pwindow, use_numeric = FALSE)Arguments
- object
A
primarycensoredobject as created bynew_pcens().- q
Vector of quantiles
- pwindow
Primary event window. Use
pwindow = 0for an exactly observed primary event, in which case the delay CDF is used directly.- use_numeric
Logical, if TRUE forces use of numeric integration even for distributions with analytical solutions. This is primarily useful for testing purposes or for settings where the analytical solution breaks down.
See also
Low level primary event censored distribution objects and methods
new_pcens(),
pcens_cdf(),
pcens_cdf.default(),
pcens_cdf.pcens_pbeta_dunif(),
pcens_cdf.pcens_pchisq_dunif(),
pcens_cdf.pcens_pdiscretehazard(),
pcens_cdf.pcens_pdiscretestep(),
pcens_cdf.pcens_pexp_dunif(),
pcens_cdf.pcens_pgamma_dunif(),
pcens_cdf.pcens_pgengamma.orig_dunif(),
pcens_cdf.pcens_pgengamma_dunif(),
pcens_cdf.pcens_pinvchisq_dunif(),
pcens_cdf.pcens_pinvgamma_dunif(),
pcens_cdf.pcens_plnorm_dunif(),
pcens_cdf.pcens_ppareto_dunif(),
pcens_cdf.pcens_pweibull_dunif(),
pcens_pmf(),
pcens_pmf.default(),
pcens_quantile(),
pcens_quantile.default(),
update.pcens()
