This paper investigates the chaos control problem of a new multi-scroll chaotic system.
First, the multi-scroll chaotic systems are exactly derived using Takagi-Sugeno (T-S) fuzzy models.
Two techniques are applied to four-scroll chaotic systems for determining the balanced feedback gains.
A double-scroll chaotic attractor generated by a fractional-order switched system is presented.
This Letter proposes a novel thresholding approach for creating multi-scroll chaotic attractors.
The formation mechanism of this M × N-grid double-scroll chaotic model is further investigated.
Multi-scroll chaotic oscillators are listed according to their electronic implementations.
This paper proposes a generalized formula of multi-directional multi-scroll chaotic system.
An image of a fingerprint is encrypted via a two-dimensional (2D) chaotic sequence obtained from multi-scroll chaotic attractors.
The system is shown to exhibit multiple periodic attractors and multiple chaotic attractors including a four-scroll chaotic attractor.
Multi-scroll chaotic attractors are generated by extending the number of saddle equilibrium points with index 2. Poincaré map and maximum Lyapunov exponents are applied to verifying the chaotic behaviors of the generated multi-scroll chaotic attractors.
