Bak A, Rehmann U. The Congruence Subgroup and Metaplectic Problems for SLn>=2 of Division-Algebras. Journal of Algebra. 1982;78(2):475-547
AbstractLet D be a Dedekind ring. For a large class of subgroups S of SLn(D) (which includes, for ex...
AbstractWe compute the conjugacy classes of elements and the character tables of the parabolic subgr...
© 2014 Elsevier Inc. We develop practical techniques to compute with arithmetic groups H≤SL(n,Q) for...
Bak A, Rehmann U. Congruence Subgroup Problem for SLn >= 2 over a Skew Field. Comptes Rendues Heb...
Bak A. On the Congruence Subgroup Problem and the Metaplectic Problem for Classical-Groups of Rank &...
We study the branching problem of the metaplectic representation of Sp(2,R) under its principle subg...
In part I we introduced the class E_2 of Lie subgroups of Sp(2,R) and obtained a classification up t...
Let D be a division algebra of prime degree p. A set of criteria is given for cyclicity of D in term...
Abstract. In part I we introduced the class E2 of Lie subgroups of Sp(2,R) and obtained a classifica...
Mennicke J. A Remark on the Congruence Subgroup Problem. Mathematica Scandinavica. 2000;86(2):206-22...
AbstractWe give a canonical form to the double cosets of Γ = SL(r + s, Z) with respect to the congru...
investigation of the congruence subgroup problem for arbitrary semi-simple alge-braic groups. The ai...
The study of modular forms for congruence subgroups of SL2(Z) has been one of the central topics in ...
We characterize sequences of positive integers (c 1 , c 2 , ..., cn) for which the (2 × 2)-matrix c ...
Abstract. This is a short survey of the progress on the congruence subgroup problem since the sixtie...
AbstractLet D be a Dedekind ring. For a large class of subgroups S of SLn(D) (which includes, for ex...
AbstractWe compute the conjugacy classes of elements and the character tables of the parabolic subgr...
© 2014 Elsevier Inc. We develop practical techniques to compute with arithmetic groups H≤SL(n,Q) for...
Bak A, Rehmann U. Congruence Subgroup Problem for SLn >= 2 over a Skew Field. Comptes Rendues Heb...
Bak A. On the Congruence Subgroup Problem and the Metaplectic Problem for Classical-Groups of Rank &...
We study the branching problem of the metaplectic representation of Sp(2,R) under its principle subg...
In part I we introduced the class E_2 of Lie subgroups of Sp(2,R) and obtained a classification up t...
Let D be a division algebra of prime degree p. A set of criteria is given for cyclicity of D in term...
Abstract. In part I we introduced the class E2 of Lie subgroups of Sp(2,R) and obtained a classifica...
Mennicke J. A Remark on the Congruence Subgroup Problem. Mathematica Scandinavica. 2000;86(2):206-22...
AbstractWe give a canonical form to the double cosets of Γ = SL(r + s, Z) with respect to the congru...
investigation of the congruence subgroup problem for arbitrary semi-simple alge-braic groups. The ai...
The study of modular forms for congruence subgroups of SL2(Z) has been one of the central topics in ...
We characterize sequences of positive integers (c 1 , c 2 , ..., cn) for which the (2 × 2)-matrix c ...
Abstract. This is a short survey of the progress on the congruence subgroup problem since the sixtie...
AbstractLet D be a Dedekind ring. For a large class of subgroups S of SLn(D) (which includes, for ex...
AbstractWe compute the conjugacy classes of elements and the character tables of the parabolic subgr...
© 2014 Elsevier Inc. We develop practical techniques to compute with arithmetic groups H≤SL(n,Q) for...
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