Permanence of Weakly Reversible Mass-Action Systems with a Single Linkage Class

Abstract

We give a new proof of the fact that each weakly reversible mass-action system with a single linkage class is permanent.

References in corpus (3)

• Existence of Positive Steady States for Weakly Reversible Mass-Action Systems
• Robust persistence and permanence of polynomial and power law dynamical systems
• Planar S-systems: Permanence

Cited by in corpus (6)

• Limit cycles in mass-conserving deficiency-one mass-action systems
• Weakly reversible mass-action systems with infinitely many positive steady states
• Some minimal bimolecular mass-action systems with limit cycles
• The disguised toric locus and affine equivalence of reaction networks
• Reaction extent or advancement of the reaction: A new general definition
• Single-Target Networks