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Last observation carry-forward and last observation analysis
1Department of Statistics, University of Wisconsin, 1210 W Dayton St, Madison, WI 53706, USA. shao@stat.wisc.edu
Statistics in Medicine
|July 23, 2003
Summary
The last observation carry-forward (LOCF) analysis is valid for two-treatment trials but can be problematic with informative drop-out in other cases. A new asymptotically valid test is proposed to address these limitations in clinical trial analysis.
Area of Science:
- Clinical Trials
- Biostatistics
- Statistical Analysis
Background:
- Drop-out in clinical trials is common and often informative, meaning drop-out groups differ from completers.
- Regulatory agencies often require intention-to-treat (ITT) analysis for informative drop-out.
- Last observation carry-forward (LOCF) is a simple ITT method but its theoretical properties are not fully understood.
Purpose of the Study:
- To investigate the theoretical properties of the LOCF analysis of variance (ANOVA) test.
- To evaluate the validity and performance of LOCF in handling informative drop-out.
- To propose a new, asymptotically valid statistical test for clinical trials with informative drop-out.
Main Methods:
- The study theoretically analyzes the asymptotic validity of the LOCF one-way ANOVA test.
- The performance of LOCF is compared to a newly proposed asymptotically valid test.
- Simulation studies are conducted to assess finite sample performance.
Main Results:
- The LOCF test is asymptotically valid when comparing two treatments with equal group sizes, irrespective of drop-out informativeness.
- In other scenarios, the LOCF test's asymptotic size deviates from the nominal size, often being too small with informative drop-out.
- This deviation leads to reduced power in detecting treatment effects.
Conclusions:
- The LOCF test has limitations in general clinical trial settings with informative drop-out.
- A novel asymptotically valid test is proposed to accurately compare treatment effects across subpopulations defined by drop-out timing.
- The proposed test offers improved power and validity compared to LOCF in complex drop-out situations.