From that site: The Lorenz system, originally discovered by American mathematician and meteorologist, Edward Norton Lorenz, is a system that exhibits continuous-time chaos and is described by ...

At the International Symposium The Impact of Chaos on Science and Society organized by the United Nations University and the University of Tokyo in 1991, Prof. Yoshisuke Ueda presented a paper ...

The connection between chaos and fractals are the strange attractors. To every dynamical system (i.e., every system or object that evolves in time) whether chaotic or not, there is a "phase space"; ...

Introduces undergraduate students to chaotic dynamical systems. Topics include smooth and discrete dynamical systems, bifurcation theory, chaotic attractors, fractals, Lyapunov exponents, ...

A.R. Sloboda and R. S. Sloboda. Refinements of the boundary transformation vector representation of attractor shape deformation to enhance system parameter identification. Chaos, 32(8):083146 1–15, ...