Congruence subgroup problem for anisotropic groups over semilocal rings

Type: Article

Publication Date: 1991-08-01

Citations: 9

DOI: https://doi.org/10.1007/bf02868019

Locations

  • Proceedings - Mathematical Sciences - View

Similar Works

Action Title Year Authors
+ On the congruence-subgroup problem for some anisotropic algebraic groups over number fields. 1989 Georges Tomanov
+ On the congruence subgroup problem for anisotropic groups of inner type $$A_n$$ 2019 M. M. Radhika
M. S. Raghunathan
+ PDF Chat The congruence subgroup problem for algebraic groups 1990 Andrei S. Rapinchuk
+ Parabolic subgroups of Chevalley groups over a semilocal ring 1987 N. A. Vavilov
+ Semilocal and semiregular group rings 1980 J. B. Srivastava
Sudesh K. Shah
+ Subgroups of Chevalley Groups Over Rings 2021 Roman Lubkov
A. V. Stepanov
+ Generalized congruence subgroups of Chevalley groups 1999 Sergey Kolesnikov
В. М. Левчук
+ The Congruence Subgroup Problem for Automorphism Groups 2020 David BenEzra
+ A group ring invariant for finite groups and quadratic forms over semi-local rings / 1973 Roger D. Peterson
+ Tame Subgroup of a Semi-Simple Group Over a Local Field 1983 Gopal Prasad
M. S. Raghunathan
+ Restricted semiprimary group rings 1978 J. B. Srivastava
Vishnu Gupta
+ Group algebras over semi-local rings 1988 Geoffrey R. Robinson
+ PDF Chat Normal subgroups of Chevalley groups over commutative rings 1989 Eiichi Abe
+ Cobounded subgroups of algebraic groups over local fields 1977 G. A. Margulis
+ TAME SUBGROUP OF A SEMI-SIMPLE GROUP OVER A 2016 Gopal Prasad
M. S. Raghunathan
+ Subgroups of the full linear group over a semilocal ring 1987 Z. I. Borevich
N. A. Vavilov
+ Quotient rings of group rings 1978 Kenneth A. Brown
+ Parabolic subgroups of twisted Chevalley groups over a semilocal ring 1982 N. A. Vavilov
+ Group rings and Maschke’s theorem revisited 2004 Carl Faith
+ The Congruence Subgroup Problem 1967 Hyman Bass