内蕴性质

通过研究混沌系统非线性函数的内蕴性质，得到了一些简单的确定混沌动力系统和复杂性网络的一般的混沌控制和同步判据。

By studying the intrinsic property of the nonlinear function of chaotic system , some simple yet generic criteria for determining chaos control and synchronization of chaotic dynamical systems and complex networks are derived .

由于所提方案基于混沌系统本身的内蕴性质，因而有更高的可靠性和更好的控制效果。

Due to the techniques developed here based on the intrinsic property of the chaotic system itself , they have more reliability and better effects than the approaches reported so far in the literature for the feedback control of coupled chaotic systems .

考虑以第三基本形式为尺子，来研究曲面的Gauss象的内蕴性质，正是这篇文章所要解决的问题。

We want to research the intrinsic properties of Gauss mapping on the surface by means of the third fundamental form . It is the problem that we want to solve in this paper .

因为作为射影不变量，特征数反映曲线的内蕴性质。

Characteristic number is a intrinsic nature of the curve , and it is projective invariant .

完全分配格的内蕴式刻划与性质P

Intrinsic Characterization of Completely Distributive Lattices and Property P