The role of nestedness and saturating feedback in bipartite ecological systems

Large ecosystems balance competition and cooperation, yet standard generalized Lotka--Volterra models make mutualism destabilizing by amplifying disorder and driving unbounded growth.

We show that Monod-like saturation resolves this paradox: dynamical mean-field theory and random-matrix analysis reveal a broader stable phase and enhanced survival.

Network architecture provides a second control mechanism, but nestedness offers no intrinsic stability advantage.

Instead, it is a byproduct of degree distributions with high connectivity necessary for stability.