摘要
这篇论文建立二条定理为二推迟时间(混乱) 完成推迟时间的概括同步(TDGS ) 的分离系统。这二条定理揭开经由规定转变的二个 TDGS 系统的一般形式。作为例子，我们变换 Lorenz 三维的混乱地图到是的一个相等的推迟时间的系统开车系统，和构造驾驶的 TDGS 系统根据定理 1 和 2。数字模拟表明建议定理的有效性。
This paper establishes two theorems for two time-delayed （chaotic） discrete systems to achieve timedelayed generalized synchronization （TDGS）. These two theorems uncover the genera/forms of two TDGS systems via a prescribed transformation. As examples, we convert the Lorenz three-dimensional chaotic map to an equal time-delayed system as the driving system, and construct the TDGS driven systems according to the Theorems 1 and 2. Numerical simulations demonstrate the effectiveness of the proposed theorems.
基金
Supported by the National Natural Science Foundation of China under Grant No. 60674059
