图流形上伪Anosov流的粘合唯一性与虚有限性
Uniqueness of gluings and virtual finiteness of pseudo-Anosov flows on graph manifolds
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中文总结 AI 辅助
本文刻画了粘合得到的伪Anosov流的轨道等价条件，结合相关描述证明了图流形上可递伪Anosov流有限性猜想的虚版本。
中文摘要 AI 辅助
本文刻画了通过粘合伪Anosov流片段得到的两个伪Anosov流何时轨道等价。结合Barbot和Fenley关于Seifert片段中伪Anosov流的描述，作为本工作的应用，我们证明了图流形上可递伪Anosov流的有限性猜想的“虚”版本。
英文摘要
In this article, we give a characterization of when two pseudo-Anosov flows obtained via gluings of pieces of pseudo-Anosov flows are orbit equivalent. As an application of this work, and the description of pseudo-Anosov flows in Seifert pieces due to Barbot and Fenley, we prove a ``virtual'' version of the Finiteness Conjecture for transitive pseudo-Anosov flows on graph-manifolds.
