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Trace Classes and Fixed Points for the Extended Modular Group \overline{G}
Extended modular group trace class fixed points
2010/2/25
The extended modular group \overline{G}=PGL(2,\mathbb{Z}) is the group obtained by adding the reflection R(z)=1/\overline{z} to the generators of the modular group G =PSL(2, {Z}). In this paper, we fi...
On the Power Subgroups of the Extended Modular Group \overline{G}
the Extended Modular Group Power Subgroups
2010/2/26
On the Power Subgroups of the Extended Modular Group \overline{G}。