ICODEN: Ordinary Differential Equation Neural Networks for Interval-Censored Data
Haoling Wang, Lang Zeng, Tao Sun, Youngjoo Cho, Ying Ding

TL;DR
ICODEN introduces a flexible neural network approach using ordinary differential equations to model survival data with interval censoring, avoiding strong assumptions and handling high-dimensional predictors effectively.
Contribution
The paper presents ICODEN, a novel ODE-based neural network that models hazard functions without proportional hazards assumptions, suitable for high-dimensional interval-censored data.
Findings
ICODEN achieves high predictive accuracy across various simulation scenarios.
ICODEN remains stable as the number of predictors increases.
ICODEN demonstrates robust performance on biomedical datasets with high-dimensional features.
Abstract
Predicting time-to-event outcomes when event times are interval censored is challenging because the exact event time is unobserved. Many existing survival analysis approaches for interval-censored data rely on strong model assumptions or cannot handle high-dimensional predictors. We develop ICODEN, an ordinary differential equation-based neural network for interval-censored data that models the hazard function through deep neural networks and obtains the cumulative hazard by solving an ordinary differential equation. ICODEN does not require the proportional hazards assumption or a prespecified parametric form for the hazard function, thereby permitting flexible survival modeling. Across simulation settings with proportional or non-proportional hazards and both linear and nonlinear covariate effects, ICODEN consistently achieves satisfactory predictive accuracy and remains stable as the…
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Taxonomy
TopicsMachine Learning in Healthcare · Model Reduction and Neural Networks · Explainable Artificial Intelligence (XAI)
