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Allocation Predictability of Individual Assignments in Restricted Randomization Designs for Two-Arm Equal Allocation
Wenle Zhao1, Sherry Livingston1
1Medical University of South Carolina, Charleston, South Carolina, USA.
Allocation predictability in clinical trials varies between individual assignments and sequence averages. Sequence averages may underestimate selection bias risk, especially in shorter trials.
Area of Science:
- Clinical Trials Methodology
- Biostatistics
- Randomization Techniques
Background:
- Restricted randomization is crucial for minimizing selection bias in clinical trials.
- Understanding allocation predictability is key to assessing the integrity of randomization procedures.
- Existing methods for assessing predictability may not fully capture risks in all designs.
Purpose of the Study:
- To derive and analyze allocation predictability for individual treatment assignments and sequence averages.
- To evaluate predictability in restricted randomization designs with specific criteria.
- To compare the predictability of individual assignments versus sequence averages.
Main Methods:
- Utilized the treatment imbalance transition matrix and conditional allocation probability.
- Developed methods applicable to two-arm, equal allocation trials with maximum imbalance restrictions.
- Analyzed allocation predictability based on odd/even sequence order and convergence rates.
Main Results:
- Allocation predictability in two-arm trials alternates based on assignment order (odd/even).
- Sequence average predictability converges slower than individual assignment predictability.
- Comparisons using sequence averages are sensitive to sequence length, potentially underestimating bias risk.
Conclusions:
- Individual assignment predictability offers a more accurate risk assessment than sequence averages, particularly in short trials.
- Sequence length significantly impacts the reliability of average predictability measures.
- Careful consideration of assessment methods is needed to prevent underestimation of selection bias in randomization.
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