接触同构群中的极大环面
Maximal Tori in Contactomorphism Groups
摘要：
我描述了一个一般的计划，将共轭类的环面的contactomorphism组的横向殆复结构紧凑的接触流形。此外，对于李代数含有一个Reeb向量场的Reeb型环面，我们可以把一个Sasaki锥与之联系起来。因此，对于K-接触型的切触结构，得到了称为束的Sasaki锥的配置，使得每个Sasaki锥与Reeb型环面的共轭类相关联。
英文摘要：
I describe a general scheme which associates conjugacy classes of tori in the contactomorphism group to transverse almost complex structures on a compact contact manifold. Moreover, to tori of Reeb type whose Lie algebra contains a Reeb vector field one can associate a Sasaki cone. Thus, for contact structures of K-contact type one obtains a configuration of Sasaki cones called a bouquet such that each Sasaki cone is associated with a conjugacy class of tori of Reeb type.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
