Version: V1.0.4.0
; Last Updated: 02/23/2022
TOP: Time-to-Event Bayesian Optimal Phase II Trial Design
PID: 960; Version: V1.0.4.0
; Last Updated: 02/23/2022
Ruitao Lin and Ying Yuan
Department of Biostatistics,MD Anderson Cancer Center
Trial Setting
Simulation
Protocol
ESS Calculator
Reference
Endpoints:
Binary Efficacy
Efficacy & Toxicity
Multiple Efficacy
Interims:
Sample sizes when interim analyses to be performed, seperated by space. The last number must be the total sample size.
Accrual Rate (number of patients / month)
Null Hypothesis:
Response rate
Null Hypothesis:
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
Null Hypothesis:
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
Alternative Hypothesis:
Response rate
Alternative Hypothesis:
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
Alternative Hypothesis:
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
Outcome Assessment:
Efficacy assessment window
month
day
Use the default uniform prior for the time to efficacy
Prior efficacy probabilities in the assessment period (sum to 1)
Trimester 1
Trimester 2
Assessment Setting:
Eff1 assessment window
month
day
Use the default uniform prior for the time to efficacy 1
Prior efficacy 1 probabilities in the assessment period (sum to 1)
Trimester 1
Trimester 2
Eff2 assessment window
month
day
Use the default uniform prior for the time to efficacy 2
Prior efficacy 2 probabilities in the assessment period (sum to 1)
Trimester 1
Trimester 2
Assessment Setting:
Eff assessment window
month
day
Use the default uniform prior for the time to efficacy
Prior efficacy probabilities in the assessment period (sum to 1)
Trimester 1
Trimester 2
Tox assessment window
month
day
Use the default uniform prior for the time to toxicity
Prior toxicity probabilities in the assessment period (sum to 1)
Trimester 1
Trimester 2
Type I Error Rate:
Calculate Stopping Boundaries
Stopping Boundaries
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Example
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Simulation Setup
Distribution of the time to efficacy:
Uniform
Weibull
Log-logistic
Degree of late-onset
Pr(Eff occurs in the late half of assessment window) =
Simulation Scenarios:
Add a Scenario
Remove a Scenario
Scenario 3
Response rate
Scenario 4
Response rate
Scenario 5
Response rate
Scenario 6
Response rate
Scenario 7
Response rate
Scenario 8
Response rate
Scenario 9
Response rate
Scenario 10
Response rate
The maximum number of scenarios you can enter is 10
Simulation Setup
Distribution of the time to efficacy 1:
Uniform
Weibull
Log-logistic
Degree of late-onset
Pr(Eff1 occurs in the late half of assessment window) =
Distribution of the time to efficacy 2:
Uniform
Weibull
Log-logistic
Degree of late-onset
Pr(Eff2 occurs in the late half of assessment window) =
Simulation scenarios:
Add a Scenario
Remove a Scenario
Scenario 3
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
Scenario 4
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
Scenario 5
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
Scenario 6
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
Scenario 7
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
Scenario 8
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
Scenario 9
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
Scenario 10
Pr(Eff1)
Pr(Eff2)
Pr(Eff1 & Eff2)
The maximum number of scenarios you can enter is 10
Simulation Setup
Distribution of the time to efficacy:
Uniform
Weibull
Log-logistic
Degree of late-onset
Pr(Eff occurs in the late half of assessment window) =
Distribution of the time to toxicity:
Uniform
Weibull
Log-logistic
Degree of late-onset
Pr(Tox occurs in the late half of assessment window) =
Simulation scenarios:
Add a Scenario
Remove a Scenario
Scenario 3
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
Scenario 4
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
Scenario 5
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
Scenario 6
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
Scenario 7
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
Scenario 8
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
Scenario 9
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
Scenario 10
Pr(Eff)
Pr(Tox)
Pr(Eff & Tox)
The maximum number of scenarios you can enter is 10
Number of simulations
Simulate
Operating characteristics
Note: Calculate the stopping boundaries and run the simulation using the same endpoint before downloading the protocol template; otherwise, the download button is disabled.
Download protocol template
Download protocol template
Download protocol template
Download protocol template
Download protocol template
Download protocol template
Response assessment window (days):
Prior for time to response:
Uniform
Informative
Prior response probabilities in the assessment period (sum to 1)
Trimester 1
Trimester 2
Number of non-pending patients
Number of pending patients
Pending patient
Follow-up time (days)
Calculate ESS/WESS
ESS/WESS calculation result
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Lin, R., Coleman, R. L., & Yuan, Y. (2019). TOP: Time-to-event Bayesian optimal phase II trial design for cancer immunotherapy. JNCI: Journal of the National Cancer Institute.
Zhou, H., Lee, J. J., & Yuan, Y. (2017). BOP2: Bayesian optimal design for phase II clinical trials with simple and complex endpoints. Statistics in Medicine, 36(21):3302-3314