Add to ORKGof units of integral group rings commensurable with direct products of free-by-free groups
AbstractLet V = V(Z[G]) denote the group of normalized units in the integral group ring Z[G] of the ...
Marciniak and Sehgal showed that if u is a non-trivial bicyclic unit of an integral group ring then ...
Abstract. For any nite group G the group U(Z[G]) of units in the integral group ring Z[G] is an arit...
AbstractWe classify the finite groups G such that the group of units of the integral group ring ZG h...
AbstractWe classify all the finite groupsG, such that the group of units ofZGcontains a subgroup of ...
We classify the finite groups G such that the group of units of the integral group ring ZG has a su...
AbstractWe classify the nilpotent finite groupsGwhich are such that the unit group U(ZG) of the inte...
peer reviewedWe restrict the types of 2 × 2-matrix rings which can occur as simple components in the...
We restrict the types of 2 × 2-matrix rings which can occur as simple components in the Wedderburn ...
In this article we construct free groups and subgroups of finite index in the unit group of the inte...
Units in integral group rings over Solomon fields / O. Neiße ; S. K. Sehgal. - In: Communications in...
Units in integral group rings over Solomon fields / O. Neiße ; S. K. Sehgal. - In: Communications in...
We explore a method to obtain presentations of the group of units of an integral group ring of some ...
Units in integral group rings over Solomon fields / O. Neiße ; S. K. Sehgal. - In: Communications in...
AbstractThe algebras of Kleinian type are finite-dimensional semisimple rational algebras A such tha...
AbstractLet V = V(Z[G]) denote the group of normalized units in the integral group ring Z[G] of the ...
Marciniak and Sehgal showed that if u is a non-trivial bicyclic unit of an integral group ring then ...
Abstract. For any nite group G the group U(Z[G]) of units in the integral group ring Z[G] is an arit...
AbstractWe classify the finite groups G such that the group of units of the integral group ring ZG h...
AbstractWe classify all the finite groupsG, such that the group of units ofZGcontains a subgroup of ...
We classify the finite groups G such that the group of units of the integral group ring ZG has a su...
AbstractWe classify the nilpotent finite groupsGwhich are such that the unit group U(ZG) of the inte...
peer reviewedWe restrict the types of 2 × 2-matrix rings which can occur as simple components in the...
We restrict the types of 2 × 2-matrix rings which can occur as simple components in the Wedderburn ...
In this article we construct free groups and subgroups of finite index in the unit group of the inte...
Units in integral group rings over Solomon fields / O. Neiße ; S. K. Sehgal. - In: Communications in...
Units in integral group rings over Solomon fields / O. Neiße ; S. K. Sehgal. - In: Communications in...
We explore a method to obtain presentations of the group of units of an integral group ring of some ...
Units in integral group rings over Solomon fields / O. Neiße ; S. K. Sehgal. - In: Communications in...
AbstractThe algebras of Kleinian type are finite-dimensional semisimple rational algebras A such tha...
AbstractLet V = V(Z[G]) denote the group of normalized units in the integral group ring Z[G] of the ...
Marciniak and Sehgal showed that if u is a non-trivial bicyclic unit of an integral group ring then ...
Abstract. For any nite group G the group U(Z[G]) of units in the integral group ring Z[G] is an arit...