Dynamical systems under constant organization I. Topological analysis of a family of non-linear differential equations —A model for catalytic hypercycles

Dynamical systems under constant organiz

Dynamical systems under constant organization I. Topological analysis of a family of non-linear differential equations—A model for catalytic hypercycles

✍ P. Schuster; K. Sigmund; R. Wolff 📂 Article 📅 1978 🏛 Springer 🌐 English ⚖ 948 KB

The paper presents a qualitative analysis of the following systems of n differential equations: :~i=xixj-xiZ~\_lxrx~ (j=i-l+n6il and s=r-l+n6rl), which show cyclic symmetry. These dynamical systems are of particular interest in the theory of selforganization and biological evolution as well as for