Related Experiment Videos
A comparison of three methods for calculating confidence intervals for the benchmark dose
Mirjam Moerbeek1, Aldert H Piersma, Wout Slob
1Department of Methodology and Statistics, Utrecht University, Utrecht, the Netherlands.
Summary
Comparing benchmark dose confidence interval methods, the likelihood-ratio and bootstrap methods show similar results for nonlinear dose-response models. The delta method appears unreliable, making the likelihood-ratio method preferable for routine risk analysis.
Area of Science:
- Toxicology
- Biostatistics
- Risk Assessment
Background:
- Calculating confidence intervals for benchmark dose (BMD) is crucial in risk analysis.
- Nonlinear dose-response models are frequently used in toxicology and risk assessment.
- Existing methods for BMD confidence intervals require careful evaluation for reliability.
Purpose of the Study:
- To compare the performance of three confidence interval calculation methods for benchmark dose estimation.
- To evaluate the reliability of the delta method, likelihood-ratio method, and bootstrap method in fitting nonlinear dose-response models.
- To identify the most suitable method for routine dose-response analysis and probabilistic risk assessment.
Main Methods:
- Comparison of the delta method, likelihood-ratio method, and bootstrap method.
- Fitting of nonlinear dose-response models with varying shapes to developmental toxicity data.
- Utilizing continuous, ordinal, and quantal dose-response data for method evaluation.
Main Results:
- The bootstrap method requires several thousand runs for stable confidence limits.
- The bootstrap and likelihood-ratio methods yield comparable results.
- The delta method produced different, often narrower, intervals and showed unreliability with nonlinear models.
Conclusions:
- The likelihood-ratio method is recommended for routine dose-response analysis due to its efficiency and reliability.
- The bootstrap method, while computationally intensive, offers advantages for direct integration with Monte Carlo analysis in probabilistic risk assessment.
- The delta method is not recommended for nonlinear dose-response models.