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Computational framework reconstructs multidimensional clinical profiles from published Kaplan-Meier images

Computational framework reconstructs multidimensional clinical profiles from published Kaplan-Meier …
Photo by Enayet Raheem / Unsplash
Key Takeaway
Consider computational reconstruction of clinical profiles from Kaplan-Meier curves as methodological research with topology-dependent fidelity.

This methodological research developed and evaluated MD-JoPiGo, a computational framework designed to reconstruct multidimensional clinical profiles from published 1D Kaplan-Meier curves. The evaluation used simulated data and empirical cohorts including 228 lung cancer patients and 929 colon cancer patients. The framework's primary outcome was reconstruction fidelity, which was found to depend on the underlying causal topology of the data.

In evaluations, the framework accurately recovered unobserved multivariable dynamics in both simulated data and empirical cohorts. It also successfully reconstructed latent intersectional efficacy from CheckMate 227 trial reports, with results consistent with clinical ground truth. No effect sizes, absolute numbers, or statistical measures were reported for these reconstructions.

No safety or tolerability data were reported as this was a methodological study. Key limitations were not explicitly listed in the provided evidence. The practice relevance is that this approach enables secondary analysis of historical randomized controlled trials, potentially supporting individual patient data meta-analyses and synthetic trial emulations. However, clinicians should recognize that reconstruction fidelity varies based on causal structures, with parallel predictors resolved unconditionally while interdependent structures require minimal structural priors to resolve unidentifiability.

Study Details

Study typeRct
Sample sizen = 228
EvidenceLevel 2
PublishedApr 2026
View Original Abstract ↓
Clinical decision-making relies on understanding intersectional treatment effects across multiple patient characteristics. However, randomized controlled trials typically report one-dimensional marginal summaries, obscuring the underlying joint distributions of these characteristics. To address this, we developed MD-JoPiGo, a computational framework that reconstructs multidimensional clinical profiles from published 1D Kaplan-Meier curves. The approach utilizes the maximum entropy principle to estimate joint stratum frequencies and applies simulated annealing to generate individual-level data. We show that reconstruction fidelity depends on the underlying causal topology. Parallel predictors are resolved unconditionally, whereas interdependent structures require minimal structural priors to resolve unidentifiability. In evaluations using simulated data and empirical cohorts (lung cancer, n = 228; colon cancer, N = 929), the framework accurately recovered unobserved multivariable dynamics. Applied to fragmented and temporally misaligned reports from the CheckMate 227 trial, MD-JoPiGo reconstructed latent intersectional efficacy consistent with the clinical ground truth. By synthesizing multivariable evidence from 1D margins, this framework enables the secondary analysis of historical RCTs, supporting IPD meta-analyses and synthetic trial emulations.
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