Publication date
December 1985
DOI Publisher
Published by Elsevier Inc. ISSN
0024-3795 Citation count (estimate)
1Abstract
AbstractArithmetic subgroups of simple isotropic algebraic groups are described as subgroups full of root elements
AbstractArithmetic subgroups of simple isotropic algebraic groups are described as subgroups full of root elements
Our main goal is to determine, under certain restrictions, the maximal closed connected subgroups of...
The aim of the article is to show that there are many finite extensions of arithmetic groups which ...
Abstract monomorphisms of a full subgroup of a group of type G, into another group of type G, are sh...
AbstractArithmetic subgroups of simple isotropic algebraic groups are described as subgroups full of...
AbstractAbstract isomorphisms of a big subgroup of an anisotropic absolutely almost simple algebraic...
AbstractWe show how the field of definitionkof ak-isotropic absolutely almost simplek-groupG“lives” ...
AbstractThis note is a follow-up on the paper [A. Borel, G. Harder, Existence of discrete cocompact ...
AbstractBy modifying a construction from Knuset al., we construct all isotropic algebraic groups of ...
AbstractThe general problem underlying this article is to give a qualitative classification of all c...
The study of finite subgroups of a simple algebraic group G reduces in a sense to those which are al...
Let G = G(K) be a simple algebraic group over an algebraically closed field K of characteristic p ...
Let G be a linear algebraic group defined over a finite field F_q. We present several connections be...
AbstractThe subgroups of SL2(K) containing the diagonal subgroup are determined for an arbitrary com...
We determine all finite subgroups of simple algebraic groups that have irre- ducible centralizers – ...
Given a locally finite leafless tree $T$ , various algebraic groups over local fields might appear a...
Our main goal is to determine, under certain restrictions, the maximal closed connected subgroups of...
The aim of the article is to show that there are many finite extensions of arithmetic groups which ...
Abstract monomorphisms of a full subgroup of a group of type G, into another group of type G, are sh...
AbstractArithmetic subgroups of simple isotropic algebraic groups are described as subgroups full of...
AbstractAbstract isomorphisms of a big subgroup of an anisotropic absolutely almost simple algebraic...
AbstractWe show how the field of definitionkof ak-isotropic absolutely almost simplek-groupG“lives” ...
AbstractThis note is a follow-up on the paper [A. Borel, G. Harder, Existence of discrete cocompact ...
AbstractBy modifying a construction from Knuset al., we construct all isotropic algebraic groups of ...
AbstractThe general problem underlying this article is to give a qualitative classification of all c...
The study of finite subgroups of a simple algebraic group G reduces in a sense to those which are al...
Let G = G(K) be a simple algebraic group over an algebraically closed field K of characteristic p ...
Let G be a linear algebraic group defined over a finite field F_q. We present several connections be...
AbstractThe subgroups of SL2(K) containing the diagonal subgroup are determined for an arbitrary com...
We determine all finite subgroups of simple algebraic groups that have irre- ducible centralizers – ...
Given a locally finite leafless tree $T$ , various algebraic groups over local fields might appear a...
Our main goal is to determine, under certain restrictions, the maximal closed connected subgroups of...
The aim of the article is to show that there are many finite extensions of arithmetic groups which ...
Abstract monomorphisms of a full subgroup of a group of type G, into another group of type G, are sh...
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