Add to ORKGDedicated to the occasion of the 70th anniversary of Professor Tibor Katriňák Abstract. We prove two theorems of the type of Dieudonne ́ for the classes of p-torsion n-Σ-groups and weakly n-summable groups, respectively. These claim
The Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation modules...
Throughout, we fix a prime number p and consider unital associative rings in which p is nilpotent. I...
We describe fully quasitransitive torsion-free groups in the class of groups whose endomorphism ring...
Abstract. An extension in the terms of σ-summable abelian p-groups of the classi-cal Dieudonne ́ cri...
Abstract. We introduce a new class of fully transitive and transitive Abelian p-groups and study the...
We define some new classes of p-torsion Abelian groups which are closely related to the definitions ...
We classify finitely generated abelian groups and, using simplicial complex, describe various groups...
If $G$ is an arbitrary abelian $p$-group, an invariant $K_G$ is defined which measures how closely $...
AbstractThe t-product of a family {Gi}iϵI of abelian p-groups is the torsion subgroup of ΠiϵIGi, whi...
We define the classes of strongly ω1-weak pω·2+n-projective, solidly ω1-weak pω·2+n-projective and n...
summary:We prove that if $G$ is an abelian $p$-group with a nice subgroup $A$ so that $G/A$ is a $\S...
The subject matter of this thesis has its origins in Dickson's generalization to certain abelian ca...
New presentation and improvements taking into account Referee's report -- More numerical resultsWe r...
Le théorème de Mordell-Weil affirme que, pour toute variété abélienne définie sur un corps de nombre...
AbstractWe prove for finite reductive groups G of classical type, that every character χ∈Irr(L) exte...
The Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation modules...
Throughout, we fix a prime number p and consider unital associative rings in which p is nilpotent. I...
We describe fully quasitransitive torsion-free groups in the class of groups whose endomorphism ring...
Abstract. An extension in the terms of σ-summable abelian p-groups of the classi-cal Dieudonne ́ cri...
Abstract. We introduce a new class of fully transitive and transitive Abelian p-groups and study the...
We define some new classes of p-torsion Abelian groups which are closely related to the definitions ...
We classify finitely generated abelian groups and, using simplicial complex, describe various groups...
If $G$ is an arbitrary abelian $p$-group, an invariant $K_G$ is defined which measures how closely $...
AbstractThe t-product of a family {Gi}iϵI of abelian p-groups is the torsion subgroup of ΠiϵIGi, whi...
We define the classes of strongly ω1-weak pω·2+n-projective, solidly ω1-weak pω·2+n-projective and n...
summary:We prove that if $G$ is an abelian $p$-group with a nice subgroup $A$ so that $G/A$ is a $\S...
The subject matter of this thesis has its origins in Dickson's generalization to certain abelian ca...
New presentation and improvements taking into account Referee's report -- More numerical resultsWe r...
Le théorème de Mordell-Weil affirme que, pour toute variété abélienne définie sur un corps de nombre...
AbstractWe prove for finite reductive groups G of classical type, that every character χ∈Irr(L) exte...
The Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation modules...
Throughout, we fix a prime number p and consider unital associative rings in which p is nilpotent. I...
We describe fully quasitransitive torsion-free groups in the class of groups whose endomorphism ring...