This function fits separate models for each distinct
value of the factor covariate
and computes a likelihood ratio test
to test whether there are significant differences between
groups.
Usage
test_elife(
time,
time2 = NULL,
event = NULL,
covariate,
thresh = 0,
ltrunc = NULL,
rtrunc = NULL,
type = c("right", "left", "interval", "interval2"),
family = c("exp", "gp", "weibull", "gomp", "gompmake", "extgp", "extweibull", "perks",
"perksmake", "beard", "beardmake"),
weights = rep(1, length(time)),
arguments = NULL,
...
)
Arguments
- time
excess time of the event of follow-up time, depending on the value of event
- time2
ending excess time of the interval for interval censored data only.
- event
status indicator, normally 0=alive, 1=dead. Other choices are
TRUE
/FALSE
(TRUE
for death). For interval censored data, the status indicator is 0=right censored, 1=event at time, 2=left censored, 3=interval censored. Although unusual, the event indicator can be omitted, in which case all subjects are assumed to have experienced an event.- covariate
vector of factors, logical or integer whose distinct values define groups
- thresh
vector of thresholds
- ltrunc
lower truncation limit, default to
NULL
- rtrunc
upper truncation limit, default to
NULL
- type
character string specifying the type of censoring. Possible values are "
right
", "left
", "interval
", "interval2
".- family
string; choice of parametric family
- weights
weights for observations
- arguments
a named list specifying default arguments of the function that are common to all
elife
calls- ...
additional arguments for optimization, currently ignored.
Value
a list with elements
stat
likelihood ratio statisticdf
degrees of freedompval
the p-value obtained from the asymptotic chi-square approximation.
Examples
test <- with(subset(dutch, ndays > 39082),
test_elife(
time = ndays,
thresh = 39082L,
covariate = gender,
ltrunc = ltrunc,
rtrunc = rtrunc,
family = "exp"))
test
#> Model: exponential distribution.
#> Threshold: 39082
#> Number of exceedances per covariate level:
#> male female
#> 42 205
#>
#> Likelihood ratio statistic: 2.78
#> Null distribution: chi-square (1)
#> Asymptotic p-value: 0.0954