optimIA
optimIA implements Bayesian adaptive commensurate designs in R to integrate historical data, expert opinions, and real-world evidence for adaptive borrowing and optimized interim analysis timing in clinical trials, particularly for rare and pediatric genetic disease trials.
Key Features:
- Adaptive Borrowing from Historical Information: Incorporates external sources such as historical data, expert opinions, and real-world evidence to adaptively borrow information into the current trial analysis.
- Optimized Timing of Interim Analysis: Uses a payoff function to determine optimal timing for interim analyses, balancing potential sample size reduction from early stopping with the probability of correct futility or efficacy decisions.
- Calibration with Acceptable Frequentist Properties: Conducts simulation-based calibration at the design stage to maintain long-run frequentist properties, including control of Type I error rates and statistical power.
- Application in Rare Disease Trials: Applied in pediatric trials targeting rare genetic diseases to address limited patient availability and improve decision efficiency.
Scientific Applications:
- Rare disease clinical trials: Supports design and decision-making in clinical research for rare diseases by enabling adaptive borrowing and interim analysis optimization.
- Pediatric rare genetic disease trials: Illustrates the approach in pediatric settings testing new drug effects for rare genetic diseases where patient populations are limited.
Methodology:
Implemented as an R package using Bayesian adaptive commensurate design principles, a payoff function for interim analysis timing, and simulation-based calibration to control Type I error and statistical power.
Topics
Details
- Tool Type:
- library
- Programming Languages:
- R, C++
- Added:
- 1/14/2020
- Last Updated:
- 1/14/2021
Operations
Publications
Wu X, Xu Y, Carlin BP. Optimizing interim analysis timing for Bayesian adaptive commensurate designs. Statistics in Medicine. 2019;39(4):424-437. doi:10.1002/sim.8414. PMID:31799737.
DOI: 10.1002/SIM.8414
PMID: 31799737