论文标题
Neumann子组的Cayley图
The Cayley Graph of Neumann Subgroups
论文作者
论文摘要
整数上的遥远图$γ_z$的所有Cayley表示为扩展模块化组的Neumann子组。揭示了Neumann子组的可能结构，并表明可以实现每个这样的结构。
All Cayley representations of the distant graph $Γ_Z$ over integers are characterized as Neumann subgroups of the extended modular group. Possible structures of Neumann subgroups are revealed and it is shown that every such a structure can be realized.
