Bayesian Efficacy Monitoring Via Posterior Probability

J. Jack Lee, Ying-Wei Kuo, Diane Liu and Nan Chen

Department of Biostatistics, MD Anderson Cancer Center, Houston, TX 77030

PID:900; v1.1.4.0 ; Last Updated: 10/19/2020

Calculate Stopping Boundaries

Efficacy Parameters:
Probability of Response (\(\theta\))
Criterion for futility stopping:
Stop for futility if
\(\textit{Prob}\) (\(\theta \le \theta_{fut}\)) \(> P_{fut}\)

Criterion for declaring efficacy early:
Stop for efficacy if
\(\textit{Prob}\) (\(\theta > \theta_{eff}\)) \(\ge P_{eff}\)

Criterion for declaring efficacy:
Declare efficacy if
\(\textit{Prob}\) (\(\theta > \theta_{eff.final}\)) \(\ge P_{eff.final}\)

Prior distribution for \(\theta\): \(\textit{Beta}\)(\(a_0, b_0\))
Sample size and cohort size:




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Operating Characteristics

Scenarios:
(separate by a comma)

Graph Parameters:
(separate by a comma)





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Trial Monitoring

Seq#
Patient ID
Resp. Outcome
1
2





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