| 1. | Quasiconformal mappings with non - decreasable dilatations
具有不可缩伸缩商的拟共形映射 |
| 2. | Covering theorems on two classes of quasi - conformal mappings
两类拟共形映射的掩盖定理 |
| 3. | Chapter ii , the characteristics of uniquely extremal quasiconformal mappings
第二章，唯一极值拟共形映射的特征刻划。 |
| 4. | Analytically modeling of complicated boundary simply - connected region conformal mapping
复杂边界单连通域共形映射解析建模研究 |
| 5. | Among which the problem of the characteristics of uniquely extremal quasiconformal mappings is the most difficult one and is most widely concerned
其中唯一极值拟共形映射的特征刻划以及相关的一些问题一直是研究的热点和难点。 |
| 6. | The present ph . d . dissertation is concerned with the extremal problems in the theory of quasiconformal mappings and the related topics : quasiconformal extensions and schwarzian derivatives
本文的主要目的在于研究拟共形映射极值问题及与之相关的schwarz导数理论。 |
| 7. | In the theory of quasiconformal mappings , it is often difficult to evaluate the maximal dilatation of the extremal quasiconformal mapping . how to overcome the obstacle is also a hot point
在极值拟共形映射理论中，极值映射的最大伸缩商往往是难以计算的，如何解决这个问题也是拟共形映射理论中所要讨论的一个热点。 |
| 8. | 61 duchamp t , certain a , derose t , stuetzle w . hierarchical computation of pl harmonic embeddings . technical report , university of washington , july 1997 . 62 floater m s . one - to - one piecewise linear mappings over triangulations
本文将对目前的主要曲面参数化方面的工作进行总结，重点介绍调和映射共形映射以及保积映射的基本原理，及其在平面参数化中的应用。 |
| 9. | In the second part , we introduce and discuss a new domain constant , the pseudo - hyperbolic radius of starlikeness . we also give some properties of some existing domain constants under the change of quasiconformal mappings
在第二部分中，我们主要引进一个新的区域常数?星形伪双曲半径，给出了它的一些性质，并对已有的一些区域常数在拟共形映射下的变化进行讨论。 |
| 10. | The theory of extremal quasiconformal mappings is mainly concerned with the problems of existence and uniqueness of extremal quasiconformal mappings with given boundary correspondence and of the properties and characteristics of extremal quasiconformal mappings
拟共形映射极值理论主要讨论给定边界对应的拟共形映射族中极值映射的存在性、唯一性、及极值映射的性质与特征刻划等问题。 |
