| 1. | Generalized taylor theorem and asymptotic characteristic of mean mid - value
定理及其中值点的渐近性 |
| 2. | Further disussion on asymptotic property of the functional differential
关于泛函微分中值点渐近性的进一步讨论 |
| 3. | On the position of the mean point in the theorem of the mean applied to the power function x
在一类区间上微分中值公式中值点的位置 |
| 4. | Department of computer science and engineering , fudan university , shanghai 200433 , p . r . china
内存约束条件下流数据中k中值点的快速计算 |
| 5. | 7 moses charikar , sudipto guha . improved combinatorial algorithms for the facility location and k - median problems . in focs 99 : proc
在流数据上，我们将k中值点问题简化为一个流数据上频繁项搜索问题。 |
| 6. | The focus of this paper is on the issue of minimizing cpu time to handle high speed data streams on top of the requirements of high accuracy and small memory
在本篇论文中，我们研究高速产生的数据流中k中值点k - median的快速估计，特别是这些数据来源于高维空间。 |
| 7. | The authors intend to discuss and prove the asymptotic properties of the intermediate point in integral mean value formula for a copmplex function , and meanwhile to improve and popularize the previous conclusions
摘要给出了复函数积分中值公式“中值点”的渐近性质，改进和推广了已有的结论。 |
| 8. | The underlying reason is that in order to achieve high approximation level with the smallest possible memory , they need rather complex techniques to maintain a sketch , along time dimension , by using some existing off - line clustering algorithms
这种原因在于用尽量小的内存来获得近似的k中值点时，通常需要复杂的运算来维护一个压缩的“概要” sketch结构。 |
| 9. | By using the limit theorem , the authors discuss and prove conclusions of asymptotic property of mean point in second mean value theorem for integrals in concessional terms believing that they will take an important effect in integral
摘要利用极限理论，给出并证明了减弱条件的积分第二中值定理“中值点”的渐近性的几个结论，相信在积分学中有著很重要的作用。 |
