复流形

我们设M是一紧复流形，E为其上的可微分向量丛。

Let M be a compact complex manifold , E a differentiable complex vector bundle over M , and g resp .

复流形上的CR-子流形

CR - Submanifolds of a Complex Manifold

令F：B×Ω→N是一族全纯映射，其中Ω与N为同维数n的复流形，B∈Ck是单位圆盘作为参数空间。

Let F : B ×Ω→ N be a family of holomorphic mapping where Ω and N are complex holomorphic manifolds of the same dimension n , B ∈ C k is the unit disc as parameter space .

本文将复流形和殆复流形理论中某些结果从复数域推广到r维结合代数的情形，所得结论也推广了作者关于Clifford流形的相应结果。

Some results from the theories of complex and almost complex manifolds are generalized to the case of associative algebras . The obtained results also generalize the corresponding theorems on the Clifford manifolds .

得到了复流形强拟凸域上方程不含边界积分的解Holder和Ls估计，从它可以得到Stein流形和Cn中的结果。

The Holder and Ls estimates of the solutions of equation don 't involve boundary integrals on complex manifolds are obtained , from which one can derive the results of Stein manifolds and Cn .

殆复流形超曲面上的切触结构

The contact structure on a hypersurface of a almost complex manifold

复流形上全纯映射值分布理论的某些进展

Aspects of Value Distribution Theory for Holomorphic Maps on Complex Manifolds

最近的时问在M是一般的紧复流形，这一设想亦被证明是对的。

Recently this assertion has been proved to be true for complex manifolds .

复流形几何。

Geometry of complex manifolds . 5 .

关于复流形上的有理曲线的存在性

Existence of rational curves in complex manifolds

关于乘积近复流形的讨论

Discussion on Product Almost Complex Manifold

文章讨论了乘积近复流形的近复结构，及乘积辛流形的若干性质。

This paper discusses the Almost Complex Structure on Product Almost Complex Manifold , and some properties on Product Symplectic Manifold are discussed .

利用黎曼对称空间同正交对称李代数之间的密切关系及一个矩阵不等式给出了一个复流形上截面曲率的上界的精确估计。

We used the relationship of the Riemann symmetric space and the symmetric algebra , a matrix inequality to provided a estimate sectional curvature of a complex manifold .

复Finsler流形上的Bochner技巧

Bochner Technique on Complex Finsler Manifolds

复Stiefel流形的商空间

The quotient spaces of complex stiefel manifolds

本文利用群表示论研究李群以及紧致对称空间的热核，特征值与特征函数.特别讨论了复格拉斯曼流形以及流形Sp（n）／U（n）上特征值及特征函数。

In this paper , we study the heat kernels , eigenvalues and eigenfunctions of Lie groups and compact symmetric spaces by means of the representation theory of groups . Especially , we discuss the complex Grassmannian manifolds and the manifolds Sp ( n ) / U ( n ) .

复双曲流形上的等矩群是离散群的一个延伸，其离散准则，特别是2维的情况，是人们目前研究的主要对象，如[2，6，7]等，都是这方面的工作。

The discreteness of the isometry group of complex hyperbolic space , especially , complex 2-dimension , is a remarkable field people studied in .

广义复空间形式子流形平均曲率的一个讨论

Study of Mean Curvature of Submanifolds in Generalized Complex Space Forms

复射影空间中子流形的诱导度量

On the induced metric of Submanifolds immersed into complex projective spaces

复双曲空间中的离散群及复双曲流形的体积的相关问题

Discrete Groups in Complex Hyperbolic Space and the Problems on the Volumes of the Manifold

在多复变的众多基本问题中，有一类重要的问题是实流形在复流形中的双全纯等价性。

Among many fundamental problems in Several Complex Variables is the biholomorphic equivalence problem for real submanifolds in a complex manifold .