Suppose two treatments with binary responses are available for patients with some disease and that each patient will receive one of the two treatments. In this paper we consider the interests of patients both within and outside a trial using a Bayesian bandit approach and conclude that equal allocation is not appropriate for either group of patients. It is suggested that Gittins indices should be used (using an approach called dynamic discounting by choosing the discount rate based on the number of future patients in the trial) if the disease is rare, and the least failures rule if the disease is common. Some analytical and simulation results are provided
The Gittins index provides a well established, computationally attractive, optimal solution to a cla...
In a clinical trial of two treatments, one goal of the experimenter is to design an experiment such ...
The paper assesses biased-coin designs for sequential treatment allocation in clinical trials. Compa...
Suppose two treatments with binary responses are available for patients with some disease and that e...
Suppose two treatments with binary responses are available for patients with some disease. Sequentia...
The problem of assigning one of several treatments in clinical trials is formulated as a discounted ...
The problem of allocating patients in a two treatment clinical trial with dichotomous response is co...
We explore the use of Gittins indices to search for near optimality in sequential clinical trials. S...
We explore the use of Gittins indices to search for near optimality in sequential clinical trials. S...
Development of treatments for rare diseases is challenging due to the limited number of patients ava...
Background Adaptive designs offer added flexibility in the execution of clinical tri...
We propose a novel response‐adaptive randomization procedure for multi‐armed trials with continuous ...
Key word and phrases. Decision theory, two-armed bandit problems, sequential treatment allocation, c...
Consider a Bayesian sequential allocation problem that incorporates a covariate. The goal is to maxi...
The Gittins index provides a well established, computationally attractive, optimal solution to a cla...
The Gittins index provides a well established, computationally attractive, optimal solution to a cla...
In a clinical trial of two treatments, one goal of the experimenter is to design an experiment such ...
The paper assesses biased-coin designs for sequential treatment allocation in clinical trials. Compa...
Suppose two treatments with binary responses are available for patients with some disease and that e...
Suppose two treatments with binary responses are available for patients with some disease. Sequentia...
The problem of assigning one of several treatments in clinical trials is formulated as a discounted ...
The problem of allocating patients in a two treatment clinical trial with dichotomous response is co...
We explore the use of Gittins indices to search for near optimality in sequential clinical trials. S...
We explore the use of Gittins indices to search for near optimality in sequential clinical trials. S...
Development of treatments for rare diseases is challenging due to the limited number of patients ava...
Background Adaptive designs offer added flexibility in the execution of clinical tri...
We propose a novel response‐adaptive randomization procedure for multi‐armed trials with continuous ...
Key word and phrases. Decision theory, two-armed bandit problems, sequential treatment allocation, c...
Consider a Bayesian sequential allocation problem that incorporates a covariate. The goal is to maxi...
The Gittins index provides a well established, computationally attractive, optimal solution to a cla...
The Gittins index provides a well established, computationally attractive, optimal solution to a cla...
In a clinical trial of two treatments, one goal of the experimenter is to design an experiment such ...
The paper assesses biased-coin designs for sequential treatment allocation in clinical trials. Compa...