论文标题
关于紧凑的kähler歧管和代数表面的拓扑琐碎的自动形态
On topologically trivial automorphisms of compact Kähler manifolds and algebraic surfaces
论文作者
论文摘要
在本文中，我们研究了具有不同拓扑琐事的紧凑型Kähler歧管的自身形态。特别是，我们提供了几个$ c^\ infty $ - 异位自动形态的$ c^\ intive of toper x x的示例。在同步的琐碎自动构造上，具有许多可以任意大的连接组件。
In this paper, we investigate automorphisms of compact Kähler manifolds with different levels of topological triviality. In particular, we provide several examples of smooth complex projective surfaces X whose groups of $C^\infty$-isotopically trivial automorphisms, resp. cohomologically trivial automorphisms, have a number of connected components which can be arbitrarily large.
