Interim Analysis Alpha Spending — SCE Medical Oncology MCQ
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Correct answer: C — The significance threshold at interim analysis must be MORE stringent than the final analysis (using methods such as O'Brien-Fleming, Lan-DeMets alpha-spending function) to control the overall type I error rate at 5% — early stopping for efficacy uses only a fraction of the total alpha
Repeated interim analyses inflate the type I error rate (multiple looks at accumulating data increase the chance of a false positive). Group sequential designs (O'Brien-Fleming, Lan-DeMets alpha-spending function) allocate a small fraction of the total alpha (0.05) to early interim analyses, preserving most of the alpha for the final analysis. For example, with O'Brien-Fleming boundaries, the first interim analysis might require p<0.001, while the final analysis uses p<0.048. This statistical rigour ensures early efficacy claims are robust.
Reference: JRCPTB Curriculum; ICH E9; O'Brien & Fleming Biometrics 1979