At present, these is many research of complete synchronization, and the research of phase synchronization, generalied synchronization, projective synchronization have a lot of problems that remain to study.
Using techniques from the state observer design, we present a systematic, design procedure to synchronize a modified coupled dynamos system by a scaling factor.
In this paper, a new synchronization, called "generalized projective synchronization", is reported in the chaotic Lorenz system and the chaotic Chen one.
In this paper,the intersection condition of quadric surfaces is analysed, the threedimensional simulation display method of intersected curves is proposed also. The truethreedimension animation of intersected curves and simulataneous animation of three plane projection of intersected curves are implemented on micro computer. The various shapes and the continuing variable process of intersected curves of quadric surfaces can be displayed on computer screen clearly.This provides modern science means for peopl...
An effective stability criterion that guarantees the occurrence of the projective synchronization in typical partially linear four dimensional systems is presented in this paper, and its potential value of application is also discussed.
Projective synchronization phenomenon in unidirectionally coupled unified systems is studied. A scheme is proposed to control the scaling factor formed in the projective synchronization. Under the control strategy, one can arbitrarily manipulate the scaling factor to a desired value. This special phenomenon and the control scheme can be used in some secure communication schemes. Illustrations are also given to show the rightness of the theoretical analysis and the effectiveness of the method proposed.