Aug 2026· Microbiome· Vol 14· 0 citations· 31 references
Medicine
TL;DR
An enhanced Neural Ordinary Differential Equations (NeuralODE) framework is presented that, for the first time, integrates cross-sectional data into the dynamic modeling of sparse and weakly informative temporal data and introduces a dynamic keystoneness metric to quantify species importance over time.
Abstract
Understanding the ecological mechanisms of host-associated microbial ecosystems typically relies on either cross-sectional or time-series data. Cross-sectional analyses are limited in their ability to assess intervention effects, whereas time-series models require dense and informative sampling that is often impractical. Here, we present an enhanced Neural Ordinary Differential Equations (NeuralODE) framework that, for the first time, integrates cross-sectional data into the dynamic modeling of sparse and weakly informative temporal data. We develop two instantiations of this framework, tailored to relative and absolute abundances, and introduce a dynamic keystoneness metric to quantify species importance over time. Across simulated and real-data benchmarks, incorporating cross-sectional data improved performance over competing methods, particularly in data-scarce settings. Moreover, biological validation demonstrated that the framework recovers experimentally supported interactions and prioritizes identified influential species. Together, these results establish our method as a reliable framework for mechanistic modeling of microbial ecosystems, offering new insights into their dynamic behavior. -nmQFgCYrttnPeqqPYMvvt Video Abstract Video Abstract
Deciphering the interactions among host-associated microbial communities, such as the gut microbiome, is an important, but challenging task — there is constant flux of microbes and frequent environmental fluctuations driven by external factors and host immune response. At the same time, data collection is inherently co...
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Environmental disturbances are ubiquitous in microbial ecosystems, yet their effects on community composition and interactions remain poorly understood. Here, we combine analytical derivations and large-scale generalized Lotka–Volterra simulations to examine how recurrent disturbances, varying in intensity (C), frequen...
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