A new Lorenz-Like chaotic attractor and its synchronization

A new Lorenz-like chaotic attractor is presented with some basic properties in terms of equilibria, eigenvalues of the Jacobian matrices, generalized Lorenz system (GLS), existence of the attractor, Lyapunov exponents and compound structures. Although the differential equations of the new system are quite different from those of the Lorenz system, and although they are not topological equivalent, the appearance of the chaotic attractor of the new system resembles that of the Lorenz system. As an example, synchronization between the new system and the well-known Rossler attractor is demonstrated using active control.