Add to ORKGThe following characterization is obtained: THEOREM. Let G be a finite group generated by a conjugacy class D of subgroups of prime order p ^ 5, such that for any choice of distinct A and B in D, the subgroup generated by A and B is isomorphic to Zp x Zp, L2(pm) or SL2(pm), where m depends on A and B. Assume G has no nontrivial solvable normal subgroup. Then G is isomorphic to Spn(q) or Un(q) for some power q of p
AbstractLet G be a finite abelian group of order n. For a complex valued function f on G let f̂ deno...
It is shown that the translation action of the free group with n generators on its profinite comple...
Thesis (M.A.)--Boston UniversityThe thesis treats the generalization of Sylow's theorems about p-sub...
The following characterization is obtained: THEOREM. Let G be a finite group generated by a conj...
In this paper we construct systems of generators for arithmetic subgroups of algebraic groups
In this note we present the following characterizations of finite abelian and minimal nonabelian gro...
AbstractLet Gn,p be the Sylow p-subgroup of SL(n,p) formed by the upper unitriangular matrices. The ...
AbstractLet H be a finite group having center Z(H) of even order. By the classical Brauer–Fowler the...
AbstractIn this paper, we study the Bloch group B2(F[ε]2) over the ring of dual numbers of the algeb...
Let G be a connected reductive group over an algebraically closed field k of characteristic p ≥ 0. L...
Let n ∈ N. Houghton's group Hn is the group of permutations of {1, . . . , n} × N, that eventually a...
AbstractLet K be any field and G be a finite subgroup of GLn(K). Then G acts on the rational functio...
This thesis is a survey of A. O. Asar's and M. R. Dixon, M. J. Evans, V. N. Obraztsov, J. Wiegold's...
We produce a rigid triple of classes in the algebraic group G 2 in characteristic 5, and use it to s...
summary:Let $V$ be the complex vector space of homogeneous linear polynomials in the variables $x_{1...
AbstractLet G be a finite abelian group of order n. For a complex valued function f on G let f̂ deno...
It is shown that the translation action of the free group with n generators on its profinite comple...
Thesis (M.A.)--Boston UniversityThe thesis treats the generalization of Sylow's theorems about p-sub...
The following characterization is obtained: THEOREM. Let G be a finite group generated by a conj...
In this paper we construct systems of generators for arithmetic subgroups of algebraic groups
In this note we present the following characterizations of finite abelian and minimal nonabelian gro...
AbstractLet Gn,p be the Sylow p-subgroup of SL(n,p) formed by the upper unitriangular matrices. The ...
AbstractLet H be a finite group having center Z(H) of even order. By the classical Brauer–Fowler the...
AbstractIn this paper, we study the Bloch group B2(F[ε]2) over the ring of dual numbers of the algeb...
Let G be a connected reductive group over an algebraically closed field k of characteristic p ≥ 0. L...
Let n ∈ N. Houghton's group Hn is the group of permutations of {1, . . . , n} × N, that eventually a...
AbstractLet K be any field and G be a finite subgroup of GLn(K). Then G acts on the rational functio...
This thesis is a survey of A. O. Asar's and M. R. Dixon, M. J. Evans, V. N. Obraztsov, J. Wiegold's...
We produce a rigid triple of classes in the algebraic group G 2 in characteristic 5, and use it to s...
summary:Let $V$ be the complex vector space of homogeneous linear polynomials in the variables $x_{1...
AbstractLet G be a finite abelian group of order n. For a complex valued function f on G let f̂ deno...
It is shown that the translation action of the free group with n generators on its profinite comple...
Thesis (M.A.)--Boston UniversityThe thesis treats the generalization of Sylow's theorems about p-sub...