1) spirallike mappings relative to A
相对于A的螺形映照
1.
In this thesis, we study some classes of holomorphic mappings in several complex variables, and obtain the estimations of some order item coefficients of homogeneous expansion for starlike mappings, close-to-starlike mappings and spirallike mappings relative to A.
本文对多复变数的几类全纯映照族进行研究，给出了星形映照，近星映照与相对于A的螺形映照的齐次展开式的估计。
2) spirallike mappings
螺形映照
1.
This paper using complex analyis and functional analysis,studies spirallike mappings on unit ball in several complex variables,and obtains the growth and covering theorems about a kind of spirallike mappings with zero of higher order.
以复分析与泛函分析为工具,研究多复变数单位球上的螺形映照,给出了一类螺形映照的高阶零点形式的增长和掩盖定理。
2.
Geometry quality for these mappings can be obtained from these inqualities, and some sufficiency conditions for starlike mappings and spirallike mappings are given.
由此导出全纯映照本身的一些几何性质,并得到星形映照和螺形映照的充分判别条件。
3.
Geometry quality for these mappings can be obtained from these inqualities,and some sufficiency conditions for starlike mappings and spirallike mappings are given.
本文建立了多复变数单位球上全纯映照的一些偏微分不等式 ,由此可映照本身的一些几何性质 ,并得到星形映照和螺形映照的充分判别条件 。
3) almost spirallike mappings of type β and order α
α次的殆β型螺形映照
4) spirallike mapping of typeβand orderα
α次的β型螺形映照
5) Spirallike mapping of type α
α型螺形映照
6) spirallike mappings of typeβ
β型螺形映照
1.
In this thesis,we study spirallike mappings of typeβand linear invariante family of biholomorphic mappings in several complex variables C~n.
本文对多复变数C~n空间中的双全纯β型螺形映照与线性不变族进行了研究。
补充资料：梨形乳玉螺
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| 英文名: | Polynices pyriformis |
| 俗名: | 无 |
| 产地及产期: 栖息于低潮线至浅海沙质海底，暖水种。产于海南岛琼海、陵水、三亚、临高沿海，见于我国西沙群岛、台湾、日本、菲律宾、澳大利亚也有分布。 | |
| 介绍: 贝壳梨形，结实坚厚。螺层约6层。缝合线浅。螺旋部突出呈乳头状，体螺层宽大，几占贝壳的全部，腹面中部凸圆，壳面光滑无肋，乳白色。壳口半圆形，内白色。外唇弧形，内唇较直，中部向外扩张成发达的胼胝，将脐孔完全堵塞。靥角质。 |
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