2022
DOI: 10.1007/s10994-021-06117-0
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Optimal survival trees

Abstract: Tree-based models are increasingly popular due to their ability to identify complex relationships that are beyond the scope of parametric models. Survival tree methods adapt these models to allow for the analysis of censored outcomes, which often appear in medical data. We present a new Optimal Survival Trees algorithm that leverages mixed-integer optimization (MIO) and local search techniques to generate globally optimized survival tree models. We demonstrate that the OST algorithm improves on the accuracy of… Show more

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Cited by 25 publications
(24 citation statements)
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“…Decision trees (DTs) find a wide range of practical uses [190,189,108,179,26,29,28,69,25,27,30,32,33,115,72,34,37,31,142,145,52,24,174,171,36,67,127,35,19]. Moreover, DTs are the most visible example of a collection of machine learning (ML) models that have recently been advocated as essential for high-risk applications [160].…”
Section: Introductionmentioning
confidence: 99%
“…Decision trees (DTs) find a wide range of practical uses [190,189,108,179,26,29,28,69,25,27,30,32,33,115,72,34,37,31,142,145,52,24,174,171,36,67,127,35,19]. Moreover, DTs are the most visible example of a collection of machine learning (ML) models that have recently been advocated as essential for high-risk applications [160].…”
Section: Introductionmentioning
confidence: 99%
“…Various machine learning methods have been designed to compensate for the limitations of the Cox progression models. Tree-based models are appealing owing to their logical and interpretable structures, as well as their ability to detect the complex interactions between covariates ( 5 ). Deep learning-based approaches are based on the automated learning of prognostic factors, without the need for prior assumptions on known factors ( 6 ).…”
Section: Introductionmentioning
confidence: 99%
“…The main idea is to use previously optimized parameters in subsequent splitting criteria updates, ultimately outputting a single decision tree that can be visually examined. The OST loss function compares how close the predicted e Xβ terms for each patient are to the cumulative survival probabilities, obtained by the Nelson-Aalen estimator [29]. We prioritize model robustness in the training process by: a) limiting the tree size, since too deep or too wide trees obfuscate the model interpretability, b) increasing the number of random restarts to use in the local search algorithm, and c) controlling the minimum number of points that must be present in every leaf node of the fitted trees.…”
Section: Optimal Survival Tree Modelmentioning
confidence: 99%
“…In this retrospective study we explore a cohort of 842 EC patients with 43 clinicopathological and molecular features collected at the Helsinki University Hospital between 2007 and 2012. We report two interpretable models that predict disease-specific survival: a multivariable CPH regression and a visually interpretable optimal survival tree (OST) [29]. Both are built on two sets of variables: a clinical set and an extended set, which is enriched with molecular information of the EC patients, namely L1CAM (CD171) and estrogen receptor (ER) status indicators, as well as the cell cytology and tumor size.…”
Section: Introductionmentioning
confidence: 99%
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