论文标题
普通纤维3型脉络膜组的伪anosov子组
Pseudo-Anosov subgroups of general fibered 3-manifold groups
论文作者
论文摘要
我们表明，有限生成的，纯粹的伪anosov亚组亚组，具有可还原的单型纤维的3个manifolds是通过Birman精确序列作为映射类组的亚组的凸Cocompact。结合了dowdall-kent--莱宁格和肯特 - 莱林格 - 雪莉的结果，这为映射类组中所有此类纤维3个manifold组的图像确定了结果。
We show that finitely generated and purely pseudo-Anosov subgroups of fibered 3-manifolds with reducible monodromy are convex cocompact as subgroups of the mapping class group via the Birman exact sequence. Combined with results of Dowdall--Kent--Leininger and Kent--Leininger--Schleimer, this establishes the result for the image of all such fibered 3-manifold groups in the mapping class group.
