Reconstructing ecological networks with noisy dynamics
Mara A Freilich1, Rolando Rebolledo2, Derek Corcoran3
1Massachusetts Institute of Technology-Woods Hole Oceanographic Institution Joint Program, Cambridge, MA, USA.
Summary
Reconstructing ecological networks from species abundance data is challenging due to system complexity. This study reveals that stochasticity magnitude doesn't hinder network reconstruction, but its interaction with system dynamics shapes outcomes.
Area of Science:
- Ecology
- Network Science
- Computational Biology
Background:
- Ecosystem functioning relies on complex interactions, often difficult to observe directly, especially in diverse, small, or rare species.
- Inferring ecological network structure from time-series species abundance data is a common but imperfect approach.
Purpose of the Study:
- To evaluate how intrinsic noise and network topology affect the accuracy of inferring ecological network structure from time-series data.
- To understand the influence of stochasticity on ecological network reconstruction methods.
Main Methods:
- Analysis of seven distinct four-species ecological motifs using a stochastic model.
- Evaluation of different methods for inferring network structure from simulated time-series species abundance data.
Main Results:
- Star-shaped ecological motifs were differentially detected, while ring motifs were differentially constructed by the inference methods.
- The magnitude of stochasticity in population dynamics did not significantly impact the ability to reconstruct the network.
- The interplay between stochastic and deterministic system components critically influences the trajectory to equilibrium and shapes species covariance.
Conclusions:
- Network reconstruction accuracy is less dependent on the level of stochasticity and more on its interaction with deterministic processes.
- Long transient dynamics play a significant role in shaping ecological system trajectories.
- Development of more ecologically robust statistical inference techniques is needed, considering the impact of stochasticity and system dynamics.
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