先验与后验
推论
计算机科学
人口
丰度(生态学)
生态学
生态网络
数据挖掘
钥匙(锁)
分类单元
机器学习
人工智能
生物
生态系统
哲学
人口学
计算机安全
认识论
社会学
作者
Yandong Xiao,Marco Tulio Angulo,Jonathan Friedman,Matthew K. Waldor,Scott T. Weiss,Yang‐Yu Liu
标识
DOI:10.1038/s41467-017-02090-2
摘要
Mapping the ecological networks of microbial communities is a necessary step toward understanding their assembly rules and predicting their temporal behavior. However, existing methods require assuming a particular population dynamics model, which is not known a priori. Moreover, those methods require fitting longitudinal abundance data, which are often not informative enough for reliable inference. To overcome these limitations, here we develop a new method based on steady-state abundance data. Our method can infer the network topology and inter-taxa interaction types without assuming any particular population dynamics model. Additionally, when the population dynamics is assumed to follow the classic Generalized Lotka-Volterra model, our method can infer the inter-taxa interaction strengths and intrinsic growth rates. We systematically validate our method using simulated data, and then apply it to four experimental data sets. Our method represents a key step towards reliable modeling of complex, real-world microbial communities, such as the human gut microbiota.
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