The Permanence Conjecture for endotactic mass-action systems

An endotactic mass-action system is a mass-action system whose reaction network is endotactic, and a system is permanent when its trajectories remain uniformly separated from the boundary of the positive cone after the relevant long-time behavior. Permanence Conjecture. Every endotactic mass-action system is permanent. The conjecture was proposed as a statement implying the Global Attractor Conjecture, but the source does not specify its resolution status.