AbstractLet G be an extension of an elementary abelian p-group A by an abelian group X with faithful and irreducible action. Then any torsion unit of the integral group ring ZG is rationally conjugate to a trivial unit. This confirms a conjecture of Zassenhaus for these groups G
[[abstract]]In the 1960's, H. Zassenhaus made three conjectures about torsion units and finite subgr...
AbstractLet VZG (respectively, VQG) denote the group of units of augmentation 1 in the integral (res...
AbstractWe prove that any torsion unit of the integral group ring ZG is rationally conjugate to a tr...
Abstract. It is shown that any torsion unit of the integral group ring ZG of a finite group G is rat...
AbstractWe prove that any torsion unit of the integral group ring ZG is rationally conjugate to a tr...
Abstract. We prove a conjecture of Zassenhaus that every normalized torsion unit of the integral gro...
AbstractIt is proved that if G is a split extension of a cyclic p-group by a cyclic p′-group with fa...
AbstractLet G be an extension of an elementary abelian p-group A by an abelian group X with faithful...
summary:We investigate the Zassenhaus conjecture regarding rational conjugacy of torsion units in in...
summary:We investigate the Zassenhaus conjecture regarding rational conjugacy of torsion units in in...
summary:We investigate the Zassenhaus conjecture regarding rational conjugacy of torsion units in in...
We develop a criterion for rational conjugacy of torsion units of the integral group ring ZG of a fi...
Let VZ G (respectively, VQ G) denote the group of units of augmentation 1 in the integral (respe...
AbstractIt is proved that if G is a split extension of a cyclic p-group by a cyclic p′-group with fa...
Let VZ G (respectively, VQ G) denote the group of units of augmentation 1 in the integral (respe...
[[abstract]]In the 1960's, H. Zassenhaus made three conjectures about torsion units and finite subgr...
AbstractLet VZG (respectively, VQG) denote the group of units of augmentation 1 in the integral (res...
AbstractWe prove that any torsion unit of the integral group ring ZG is rationally conjugate to a tr...
Abstract. It is shown that any torsion unit of the integral group ring ZG of a finite group G is rat...
AbstractWe prove that any torsion unit of the integral group ring ZG is rationally conjugate to a tr...
Abstract. We prove a conjecture of Zassenhaus that every normalized torsion unit of the integral gro...
AbstractIt is proved that if G is a split extension of a cyclic p-group by a cyclic p′-group with fa...
AbstractLet G be an extension of an elementary abelian p-group A by an abelian group X with faithful...
summary:We investigate the Zassenhaus conjecture regarding rational conjugacy of torsion units in in...
summary:We investigate the Zassenhaus conjecture regarding rational conjugacy of torsion units in in...
summary:We investigate the Zassenhaus conjecture regarding rational conjugacy of torsion units in in...
We develop a criterion for rational conjugacy of torsion units of the integral group ring ZG of a fi...
Let VZ G (respectively, VQ G) denote the group of units of augmentation 1 in the integral (respe...
AbstractIt is proved that if G is a split extension of a cyclic p-group by a cyclic p′-group with fa...
Let VZ G (respectively, VQ G) denote the group of units of augmentation 1 in the integral (respe...
[[abstract]]In the 1960's, H. Zassenhaus made three conjectures about torsion units and finite subgr...
AbstractLet VZG (respectively, VQG) denote the group of units of augmentation 1 in the integral (res...
AbstractWe prove that any torsion unit of the integral group ring ZG is rationally conjugate to a tr...
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