超越椭圆曲面到有限修改曲面的解析映射之投影族  

Projection families of analytic mappings from transcendental elliptic surfaces to finitely-deformed surfaces

作　　者：郑建华[1] 王安斌 

机构地区：[1]清华大学应用数学系,北京100084 [2]岳阳师范专科学校数学系,岳阳414000

出　　处：《清华大学学报（自然科学版）》1996年第2期15-21,共7页Journal of Tsinghua University(Science and Technology)

基　　金：国家自然科学基金;清华大学重点基金

摘　　要：设Ｒ和Ｓ为两个超越椭圆黎曼曲面。Ｓ表示Ｓ的有限修改曲面。文中主要讨论了Ｒ到Ｓ和Ｒ到Ｓ的解析映射之投影和投影间的关系可能发生的各种情形。可作为对过去只在最大Ｐｉｃａｒｄ常数下之研究的重要补充。Let R and S be transcendental elliptic Riemannian surfaces. Let S denote the finitely deformed surface of S. In this paper the relation between the projections of analytic mappings from R to S and that from R to S is studied. The results are supplementary to the corresponding results under maximum Picard constants.

关 键 词：超越椭圆曲面 解析映射 投影 整函数 Picard常数 

分 类 号：O185.1[理学—数学]