| 1. | A note on global stability theorems of m . w . hirsh and jiang
的全局稳定性定理的注记 |
| 2. | Equi - asymptotical stability theorem in nfde
算子中立型泛函微分方程等度渐近稳定性 |
| 3. | A stability theorem of generalized frames in a hilbert space
空间中广义框架的稳定性 |
| 4. | Another proof of the converse lyapunov stability theorem
有理标准形存在性定理的构造性证明 |
| 5. | Dirichlet stability theorem
狄利克雷稳定性定理 |
| 6. | The research and application of chaos synchronization based on lyapunov ' s stability theorem
稳定性定理的混沌同步研究与应用 |
| 7. | 2 . for a class of uncertain time - varying time - delay linear systems , which do n ' t satisfy the matching conditions , a new adaptive vsc strategy is proposed based on lyapunov stability theorem
针对一类带有不匹配时变不确定性和时滞的线性系统，基于lyapunov稳定性定理，提出了一种新的自适应变结构控制策略。 |
| 8. | Based on lyapunov stability theorem and lmis approach , a control profile , including both static state feedback control and dynamic output feedback control , is presented for norm - bounded uncertain discrete - time linear systems with actuator sector nonlinearity ; 2
以线性矩阵不等式方法为带有扇形饱和非线性执行器的范数有界时变不确定离散线性系统设计线性状态反馈控制器和线性动态输出反馈控制器； 2 |
| 9. | So the paper combined the fuzzy logic control and recurrent neural network , and the recurrent fuzzy neural network ( rfnn ) controller is introduced into the speedsensorless vector control system . moreover , an online parameter training methodology , which is derived from the lyapunov stability theorem and gradient descent method is proposed to increase the learning capability of the rfnn . the rfnn controller has a better performance than the pi controller system ; the effectiveness of the proposed control scheme is verified by simulation results
因此论文将模糊控制和具有优越动态性能的递归神经网络结合起来，取长补短，提出了一种递归模糊神经网络控制方法，利用神经网络来实现模糊推理，可动态的调整隶属函数的形状、位置以及神经网络递归权值，并对其与pi控制器的交流调速控制系统进行了仿真比较，仿真结果表明与普通的pi控制器相比较，递归模糊神经网络控制器有较好的动态性能，控制器的收敛速度快、静差小，系统在遇到参数发生变化和外部不确定性问题时鲁棒性、抗扰动性有明显的提高。 |
| 10. | In chapter one , we study the stability of impulsive differential equations , and establish the exponential stability theorems of zero solutions of the impulsive ordinary differential equations and the lipschitz stability theorems of impulsive functional differential equations , the theorems extend or improve the former results
在第一章，研究脉冲微分方程的稳定性，建立了脉冲常微分方程零解的指数稳定性定理和脉冲泛函微分方程零解的lipschitz稳定性定理，得到的结果推广或改进了前人的有关结果。 |
