chaotic attractor造句

A new method for controlling over unstable periodic orbits embedded in chaotic attractor is presented.

Lorenz chaotic attractor is the flag of chao's theory, it is obtained by solving the Lorenz Equation.

Empirical study on chaotic attractor in stock market based on G-P arithmetic and small data arithmetic;

In this paper a new method for controlling over unstable periodic orbits embedded in chaotic attractor is presented.

For a certain range of parameters, the unstable periodic orbits in the chaotic attractor can be changed into the stable periodic orbits.

The control of period-doubling bifurcations and chaotic attractor periodic orbits in a discrete nonlinear dynamical system is realized by translation.

In chapter 5, chaos control of Lu system is investigated. The results show chaotic attractor of Lu system can be controlled at an equilibrium or a periodic orbit.

Visualization of chaotic attractors with rotational symmetries;