In this paper, the author gives the discrete criteria and J?rgensen inequalities of subgroups for the special linear group on ■((t)) in two and higher dimensions.
In this paper, we give discreteness criteria of subgroups of the special linear group on Qp or Cp in two and higher dimensions. Jorgensen＇s inequality gives a necessary condition for a non- elementary group of M6bius...In this paper, we give discreteness criteria of subgroups of the special linear group on Qp or Cp in two and higher dimensions. Jorgensen＇s inequality gives a necessary condition for a non- elementary group of M6bius transformations to be discrete. We give a version of JCrgensen＇s inequality for SL（m, Cp）.展开更多
基金supported by the National Natural Science Foundation of China(Nos.11301510,11671092)
文摘In this paper, the author gives the discrete criteria and J?rgensen inequalities of subgroups for the special linear group on ■((t)) in two and higher dimensions.
基金Supported by National Natural Science Foundation of China (Grants Nos. 10831004 and 11271047)by Science and Technology Commission of Shanghai Municipality NSF (Grant No. 10ZR1403700)
文摘In this paper, we give discreteness criteria of subgroups of the special linear group on Qp or Cp in two and higher dimensions. Jorgensen＇s inequality gives a necessary condition for a non- elementary group of M6bius transformations to be discrete. We give a version of JCrgensen＇s inequality for SL（m, Cp）.
