A positive Lyapunov exponent does not always yield a choatic system. For example, consider the map which maps x to 2x where x is in R. The lyaponov exponen is positive but the map is clearly not chaotic.
A positive Lyapunov exponent does not always yield a choatic system. For example, consider the map which maps x to 2x where x is in R. The lyaponov exponen is positive but the map is clearly not chaotic.
RE: Instability In Chaotic Systems: Predicting the Future From Present in a Deterministic Chaotic System