DOIAbstract
AbstractThe monomial subgroups are proved to be maximal in GL(n, K) or SL(n, K) for arbitrary division rings K, with some exceptions
AbstractThe monomial subgroups are proved to be maximal in GL(n, K) or SL(n, K) for arbitrary division rings K, with some exceptions
AbstractLet D be an F-central division algebra of index n. Here we investigate a conjecture posed in...
The question of existence of a maximal subgroup in the multiplicative group D* of a division algebra...
AbstractThe subgroups of SL2(K) containing the diagonal subgroup are determined for an arbitrary com...
AbstractThe monomial subgroups are proved to be maximal in GL(n, K) or SL(n, K) for arbitrary divisi...
Let A a vector space over a field F and let H be a subgroup of GL(F, A). We define centdimF H to be di...
Let A a vector space over a field F and let H be a subgroup of GL(F, A). We define centdimF H to be di...
SIGLEAvailable from British Library Document Supply Centre- DSC:D35210/81 / BLDSC - British Library ...
AbstractLet D be a division algebra of degree m over its center F. Herstein has shown that any finit...
AbstractLet D be a division ring with centre F. Denote by D∗ the multiplicative group of D. The rela...
The description of subgroups with transvesctions of a complete linear group, containing a maximum no...
AbstractFor any pair of division rings k and F with K ⊃ F and dimFK = r we determine all the overgro...
The first textbook on the subgroup structure, in particular maximal subgroups, for both algebraic an...
This book is concerned with subgroups of groups of the form GL(n,D) for some division ring D
A group G is called a permutation group if it is a subgroup of a symmetric group on aset Ω. Giscalle...
AbstractIn this paper we study the structure of locally solvable, solvable, locally nilpotent, and n...
AbstractLet D be an F-central division algebra of index n. Here we investigate a conjecture posed in...
The question of existence of a maximal subgroup in the multiplicative group D* of a division algebra...
AbstractThe subgroups of SL2(K) containing the diagonal subgroup are determined for an arbitrary com...
AbstractThe monomial subgroups are proved to be maximal in GL(n, K) or SL(n, K) for arbitrary divisi...
Let A a vector space over a field F and let H be a subgroup of GL(F, A). We define centdimF H to be di...
Let A a vector space over a field F and let H be a subgroup of GL(F, A). We define centdimF H to be di...
SIGLEAvailable from British Library Document Supply Centre- DSC:D35210/81 / BLDSC - British Library ...
AbstractLet D be a division algebra of degree m over its center F. Herstein has shown that any finit...
AbstractLet D be a division ring with centre F. Denote by D∗ the multiplicative group of D. The rela...
The description of subgroups with transvesctions of a complete linear group, containing a maximum no...
AbstractFor any pair of division rings k and F with K ⊃ F and dimFK = r we determine all the overgro...
The first textbook on the subgroup structure, in particular maximal subgroups, for both algebraic an...
This book is concerned with subgroups of groups of the form GL(n,D) for some division ring D
A group G is called a permutation group if it is a subgroup of a symmetric group on aset Ω. Giscalle...
AbstractIn this paper we study the structure of locally solvable, solvable, locally nilpotent, and n...
AbstractLet D be an F-central division algebra of index n. Here we investigate a conjecture posed in...
The question of existence of a maximal subgroup in the multiplicative group D* of a division algebra...
AbstractThe subgroups of SL2(K) containing the diagonal subgroup are determined for an arbitrary com...
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