|Time||Jan 11 14:50~15:20|
|Title||Finiteness of integral points in relative moduli spaces of the one-holed torus|
We show that the number of integral points in each relative moduli space of the one-holed torus is finite. This establishes the finiteness of the number of equivalence classes of integral solutions to each of a class of generalized Markoff equations. Joint wok with Lizhen Ji.