| 1. | Infinite dimensional space
无限维空间 |
| 2. | Research on the sufficient and necessary condition of hermitian operator in the limitless space
无限维空间中厄米算符的充要条件 |
| 3. | Robustness with respect to small delays for exponential stability of infinite - dimensional linear systems
关于无限维线性系统的小时滞鲁棒稳定性 |
| 4. | In recent years , infinite dimensional dynamical systems have made great development [ 12 ] , [ 17 ] , [ 18 ]
近些年来，无限维动力系统得到了很大的发展。 |
| 5. | The infinite - dimensional lie algebras and integrability of a non - linear schrodinger equations in dimensions
维非线性薛定锷方程的无限维李代数及其可积性 |
| 6. | The robustness with respect to small delays for exponential stability of infinite - dimensional linear systems has been studied since 1986
无限维线性系统的指数稳定性对小时滞的鲁棒性问题的研究始于1986年。 |
| 7. | Besides , our paper has discussed another problem , which is the non - exponential stability of infinite - dimensional linear systems under generating compact perturbation
另外，本文还讨论了第二个问题，就是无限维线性系统在生成的紧扰动下的非指数稳定性。 |
| 8. | As we know , the problem of an infinite - dimensional linear system is to decide a feedback control , such that the c _ ( 0 ) - semigroup corresponding to the closed - loop system is stable
无限维线性系统的稳定化问题就是选择反馈控制，使得闭环系统相应的c _ 0 -半群具有稳定性。 |
| 9. | Quantum information was originally investigated with the discrete variables ( dv ) and was recently extended to the continuous variables ( cv ) system in the infinite dimension hilbert space
量子信息最早起源于研究单粒子分离变量系统，近期扩展到具有无限维希尔伯特空间的连续变量体系。 |
| 10. | The author discusses the duality theorem of infinite dimensional hopf algebras in braided tensor categories in the first chapter , and shows the theorem by the use of braiding diagram
本文第一章讨论了辫子张量范畴中无限维hopf代数的对偶定理，应用辫子图对此定理给出证明，得到如下结果：命题2 |
