论文标题
关于小属表面上的大边界和非界限有限群体运动的注释
A note on large bounding and non-bounding finite group-actions on surfaces of small genus
论文作者
论文摘要
众所周知，在小属的封闭表面上有限群体作用的分类。在本文中，我们对这些群体行为中的哪一个有界限感兴趣（以其独特的边界成分（例如，到手柄机构）或几何界限（扩展到一个典型的三个manifold，扩展到典型的典型案例，延伸到一个典型的compoins of Genus oon Genus 3。
The classification of finite group-actions on closed surfaces of small genus is well-known. In the present paper we are interested in the question of which of these group-actions are bounding (extend to a compact 3-manifold with the surface as its unique boundary component, e.g. to a handlebody) or geometrically bounding (extend to a hyperbolic 3-manifold with totally geodesic boundary), concentrating, as a typical case, on large group-actions on surfaces of genus 3.
