论文部分内容阅读
The range of the Cauchy-Riemann operator for a domain in a complex manifold X is well understood if the complex manifold X is a Stein manifold.
Topology of Dolbeault cohomology group
【摘 要】
：
The range of the Cauchy-Riemann operator for a domain in a complex manifold X is well understood if the complex manifold X is a Stein manifold.
【出 处】
：
2015 International Conference on Complex Geometry and Severa
【发表日期】
：
2015年5期
其他文献
We will look at various mapping problems of symmetric domains,including those between bounded symmetric domains and also between certain unbounded symmetric
会议
This is a survey talk of Okas work on his coherence theorems with some improvements and new results.
会议
We are interested in the following general question: how does the(pseudo)group of local,complex or real-analytic diffeomorphisms of the Euclidean space act
会议
The purpose of the talk is to explain a joint work with Vincent Koziarz and Donald Cartwright on the geometry of a complex two ball quotient constructed ear
会议
From transcendence to algebraicitytechniques of analytic continuation on bounded symmetric domains a
Analytic continuation is a central issue in Several Complex Variables,starting with the Hartogs Phenomenon.
会议
Many L2-(6)-cohomology groups of singular complex spaces can be described in terms of a resolution of singularities.
会议
Since Riemann,the theory of variations of complex structures has developed,through the works of Teichmuller and Kodaira-Spencer,into a modern field involvin
会议
We analyze the performance of a data-assimilation algorithm based on a linear feedback control when used with observational data that contains measurement e
会议
The dynamics and optimal control of time-delayed quasi integrable Hamiltonian systems are presented.The response,stochastic stability,stochastic bifurcation
会议
We consider sections sk in the spaces SH0(M; Lk)of L2-normalized sections of the tensor powers of a positive holomorphic line bundle L on a compact K(a)hler
会议