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Proportion of treatment effect (PTE) explained by a surrogate marker
Cong Chen1, Hongwei Wang, Steven M Snapinn
1Merck Research Laboratories, BL X-27, PO Box 4, West Point, PA 19486, USA. cong_chen@merck.com
Statistics in Medicine
|November 6, 2003
Summary
We developed a new method to estimate the proportion of treatment effect (PTE) explained by surrogate markers in clinical survival data. This approach simplifies calculations and improves flexibility for complex analyses.
Area of Science:
- Biostatistics
- Clinical Trials
- Survival Analysis
Background:
- Estimating the proportion of treatment effect (PTE) explained by surrogate markers is crucial in clinical survival data analysis.
- Conventional methods involve fitting separate models, which complicates confidence interval construction and is computationally intensive.
Purpose of the Study:
- To propose a novel, computationally efficient procedure for estimating PTE and its confidence intervals in time-varying covariate analysis.
- To enhance the applicability of PTE estimation to multiple-covariate models and facilitate comparisons between surrogate markers.
Main Methods:
- A new procedure is introduced that simultaneously estimates treatment effects before and after covariate adjustment within a single statistical model.
- This approach contrasts with the conventional method of using two separate working models.
Main Results:
- The proposed procedure significantly simplifies computation compared to the conventional approach.
- It demonstrates enhanced flexibility, enabling effective application to multiple-covariate models for treatment effect decomposition and comparison of multiple surrogate markers.
- The method was successfully applied to data from the LIFE study.
Conclusions:
- The new simultaneous estimation procedure offers a more computationally efficient and flexible alternative for analyzing time-varying covariates in clinical survival data.
- This method overcomes limitations of conventional approaches, particularly in complex scenarios involving multiple surrogate markers and effect decomposition.