View source: R/lateonset.next.R
lateonset.next | R Documentation |
Based on the toxicity outcomes of the enrolled cohorts, the function is used to determine the next dose level in the CFO-type designs with late-onset toxicity for phase I trials, specifically, including time-to-event CFO (TITE-CFO) design, fractional CFO (fCFO) design, benchmark CFO design, time-to-event accumulative CFO (TITE-aCFO) design, fractional aCFO (f-aCFO) design, and benchmark aCFO design.
lateonset.next(design, target, ndose, currdose, assess.window, enter.times, dlt.times,
current.t, doses, prior.para = list(alp.prior = target, bet.prior = 1 - target),
cutoff.eli = 0.95, early.stop = 0.95)
design |
option for selecting different designs, which can be set as |
target |
the target DLT rate. |
ndose |
the number of dose levels. |
currdose |
the current dose level. |
assess.window |
the maximal assessment window size. |
enter.times |
the time that each participant enters the trial. |
dlt.times |
the time to DLT for each subject in the trial. If no DLT occurs for a subject,
|
current.t |
the current time. |
doses |
the dose level for each subject in the trial. |
prior.para |
the prior parameters for a beta distribution, where set as |
cutoff.eli |
the cutoff to eliminate overly toxic doses for safety. We recommend
the default value of |
early.stop |
the threshold value for early stopping. The default value |
Late-onset outcomes commonly occur in phase I trials involving targeted agents or immunotherapies. The TITE
framework and fractional framework serve as two imputation methods to handle pending data
related to late-onset outcomes. This approach extends the CFO, and aCFO designs to integrate time information
for delayed outcomes, leading to the development of TITE-CFO, fCFO, TITE-aCFO, and f-aCFO designs.
In the TITE framework context, an assumption about the distribution of time to DLT must be pre-specified,
whereas the fractional framework does not require justification for a specific distribution of the time to
DLT. Consequently, fCFO, and f-aCFO adapt to a more diverse range of scenarios.
The function lateonset.next()
also provides the option to execute
the benchmark CFO and aCFO designs. These three methods await complete observation of toxicity outcomes for
the previous cohorts before determining the next dose assignment. This enhances precision but comes at the
expense of a prolonged trial duration.
The lateonset.next()
function returns
target: the target DLT rate.
decision: the decision in the CFO design, where left
, stay
, and right
represent the
movement directions, and stop
indicates stopping the experiment.
currdose: the current dose level.
nextdose: the recommended dose level for the next cohort.
overtox: the situation regarding which position experiences over-toxicity. The dose level indicated by
overtox
and all the dose levels above experience over-toxicity. overtox = NA
signifies that the
occurrence of over-toxicity did not happen.
over.doses: a vector indicating whether the dose level (from the first to last dose level) is over-toxic or not (1 for yes).
toxprob: the expected toxicity probability, Pr(p_k > \phi | x_k, m_k)
, at all dose
levels, where p_k
, x_k
, and m_k
is the dose-limiting toxicity (DLT) rate, the
numbers of observed DLTs, and the numbers of patients at dose level k
. NA
indicates that there
are no patients at the corresponding dose level.
Jialu Fang, Ninghao Zhang, Wenliang Wang, and Guosheng Yin
Jin H, Yin G (2022). CFO: Calibration-free odds design for phase I/II clinical trials.
Statistical Methods in Medical Research, 31(6), 1051-1066.
Jin H, Yin G (2023). Time‐to‐event calibration‐free odds design: A robust efficient design for
phase I trials with late‐onset outcomes. Pharmaceutical Statistics, 22(5), 773–783.
Yin G, Zheng S, Xu J (2013). Fractional dose-finding methods with late-onset toxicity in
phase I clinical trials. Journal of Biopharmaceutical Statistics, 23(4), 856-870.
Fang J, Yin G (2024). Fractional accumulative calibration‐free odds (f‐aCFO) design for delayed toxicity
in phase I clinical trials. Statistics in Medicine.
target <- 0.2; ndose <- 7
enter.times<- c(0, 0.266, 0.638, 1.54, 2.48, 3.14, 3.32, 4.01, 4.39, 5.38, 5.76,
6.54, 6.66, 6.93, 7.32, 7.66, 8.14, 8.74)
dlt.times<- c(0, 0, 0, 0, 0, 0, 0, 0, 0, 0.610, 0, 2.98, 0, 0, 1.95, 0, 0, 1.48)
current.t<- 9.41
doses<-c(1, 1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 3, 3, 3, 4, 4, 4)
## determine the dose level for the next cohort using the TITE-CFO design
decision <- lateonset.next(design = 'TITE-CFO', target, ndose, currdose = 4, assess.window = 3,
enter.times, dlt.times, current.t, doses)
summary(decision)
## determine the dose level for the next cohort using the TITE-aCFO design
decision <- lateonset.next(design = 'TITE-aCFO', target, ndose, currdose = 4, assess.window = 3,
enter.times, dlt.times, current.t, doses)
summary(decision)
## determine the dose level for the next cohort using the f-CFO design
decision <- lateonset.next(design = 'fCFO', target, ndose, currdose = 4, assess.window = 3,
enter.times, dlt.times, current.t, doses)
summary(decision)
## determine the dose level for the next cohort using the f-aCFO design
decision <- lateonset.next(design = 'f-aCFO', target, ndose, currdose = 4, assess.window = 3,
enter.times, dlt.times, current.t, doses)
summary(decision)
## determine the dose level for the next cohort using the benchmark CFO design
decision <- lateonset.next(design = 'bCFO', target, ndose, currdose = 4, assess.window = 3,
enter.times, dlt.times, current.t, doses)
summary(decision)
## determine the dose level for the next cohort using the benchmark aCFO design
decision <- lateonset.next(design='b-aCFO', target, ndose, currdose = 4, assess.window = 3,
enter.times, dlt.times, current.t, doses)
summary(decision)
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