| 1. | They are very compact in time and the frequency bands of interest are narrow .
它们在时间上是非常紧致的同时有意义频带是狭的。 |
| 2. | As a particular of rado's theorem and the compactness theorem one obtains the following result .
作为Rado定理和紧致性定理的一种特殊情形，我们得到下面的结果。 |
| 3. | A compact minimal submanifold of sasakian space form
空间形式中的紧致极小子流形 |
| 4. | Characteristic of normal line of compact connected surfaces
紧致连通曲面的法线特征 |
| 5. | A spatio - temporal compact data model based on kevin
模型的紧致时空数据模型 |
| 6. | Compact maximal spacelike submanifolds in a de sitter space
空间中的紧致极大类空子流形 |
| 7. | A spatio - temporal compact data model based on
模型的紧致时空数据模型 |
| 8. | Optimal policies for a continuous time mcp with compact action set
在紧致行动集上的最优策略 |
| 9. | High - order compact - type schemes with rational and pad approximation approaches
逼近的高阶紧致型方法 |
| 10. | Fifth - order accurate compact scheme that suppresses oscillations
满足抑制波动原则的五阶精度紧致格式 |
