Jorgensen's inequality for classical Schottky groups of real type Dedicated to Professor Mitsuru Nakai on his sixtieth birthday
Access this Article
Search this Article
In this paper we consider Jørgensen's inequalities for classical Schottky groups of the real type. The infimum of Jørgensen's numbers for groups of types II, V and VII are 16, 4(1+√2)<sup>2</sup> and 4(1+√2)<sup>2</sup>, respectively, each of which is the best possible for Jørgensen's inequality.
- Tokyo Sugaku Kaisya Zasshi
Tokyo Sugaku Kaisya Zasshi 50(4), 945-968, 1998-10-01
The Mathematical Society of Japan