In dose-response studies with censored time-to-event outcomes, D-optimal designs depend on the true model and the amount of censored data. In practice, such designs can be implemented adaptively, by performing dose assignments according to updated knowledge of the dose-response curve at interim analysis. It is also essential that treatment allocation involves randomization-to mitigate various experimental biases and enable valid statistical inference at the end of the trial. In this work, we perform a comparison of several adaptive randomization procedures that can be used for implementing D-optimal designs for dose-response studies with time-to-event outcomes with small to moderate sample sizes. We consider single-stage, two-stage, and mul...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
The primary goal of clinical trials is to collect enough scientific evidence for a new intervention....
In dose-response studies with censored time-to-event outcomes, D-optimal designs depend on the true ...
In dose-response studies with censored time-to-event outcomes, D-optimal designs depend on the true ...
In dose-response studies with censored time-to-event outcomes, D-optimal designs depend on the true ...
In dose-response studies with censored time-to-event outcomes, D-optimal designs depend on the true ...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
The primary goal of clinical trials is to collect enough scientific evidence for a new intervention....
In dose-response studies with censored time-to-event outcomes, D-optimal designs depend on the true ...
In dose-response studies with censored time-to-event outcomes, D-optimal designs depend on the true ...
In dose-response studies with censored time-to-event outcomes, D-optimal designs depend on the true ...
In dose-response studies with censored time-to-event outcomes, D-optimal designs depend on the true ...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
In this Ph.D. thesis, we investigate how to optimize the design of clinical trials by constructing o...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
We consider optimal design problems for dose-finding studies with censored Weibull time-to-event out...
The primary goal of clinical trials is to collect enough scientific evidence for a new intervention....