摘要
多元复变函数论是数学中形成较晚但发展迅速、边缘性强的一个分支学科．本文介绍了它的前沿问题：多复变全纯函数；全纯域与ｌｅｖｉ问题；Ｃｏｕｓｉｎ问题与Ｒｕｎｇ定理；复流形与复向量丛；层与同调群以及ＲｉｅｍａｎｎＲｏｃｈ定理与对称域等．
The questions at the front for the several complex variables such as holomorphic function for the several complex variables,holomorphic domain and Levi problem,Cousin problem and Rung theorem,complex manifold and complex vector bundle,sheaf homology group,RiemannRoch theorem and symmetric domain etc,are introduced in this paper.
出处
《武汉化工学院学报》
1998年第1期85-88,共4页
Journal of Wuhan Institute of Chemical Technology
关键词
多复变全纯函数
全纯域
复流形
函数
holomorphic function for the several complex variables
holomorphic domain
complex manifold
