A group G is called a modular group if the subgroup lattice $\ell(G)$ of G is modular.In this paper, finite supersoluble groups whose proper factors are all modular are determined
This book covers the modular invariant theory of finite groups, the case when the characteristic of ...
A group G is said to have finite Prüfer rank r if every finitely generated subgroup of G can be gene...
The investigation is concerned with the groups in which any infinite modular subgroup forms a modula...
Der Verf. studiert den Durchschnitt aller maximalen modularen Teilverb\ue4nde des Untergruppenverban...
A classical theorem of Schur states that if the centre of a group G has finite index, then the commu...
AbstractIn this paper sufficient conditions for the supersolubility of finite groups are given under...
In 1951 S. Sato showed that the lattice of subgroups of a modular group with elements of infinite or...
A special case of the main result is the following. Let G be a finite, non-supersoluble group in whi...
summary:A semigroup variety is called {\it modular\/} if it is a modular element of the lattice of a...
AbstractWe show that if G is a finite group then no chain of modular elements in its subgroup lattic...
AbstractLet M be a maximal subgroup of a finite group G and K/L be a chief factor such that L⩽M whil...
A subgroup H of a group G is called modular in G if H is a modular element (in sense of Kurosh) of t...
A subgroup $H$ of a finite group $G$ is submodular in $G$ if there is a subgroup chain $H=H_0\leq\ld...
In this note, we prove that Gauss-Picard modular group PU(2,1;\Theta_{1}) has Property (FA). Our res...
si studiano gruppi in cui sottogruppi appartenenti a rilevanti sistemi di sottogruppi sono M-sottog...
This book covers the modular invariant theory of finite groups, the case when the characteristic of ...
A group G is said to have finite Prüfer rank r if every finitely generated subgroup of G can be gene...
The investigation is concerned with the groups in which any infinite modular subgroup forms a modula...
Der Verf. studiert den Durchschnitt aller maximalen modularen Teilverb\ue4nde des Untergruppenverban...
A classical theorem of Schur states that if the centre of a group G has finite index, then the commu...
AbstractIn this paper sufficient conditions for the supersolubility of finite groups are given under...
In 1951 S. Sato showed that the lattice of subgroups of a modular group with elements of infinite or...
A special case of the main result is the following. Let G be a finite, non-supersoluble group in whi...
summary:A semigroup variety is called {\it modular\/} if it is a modular element of the lattice of a...
AbstractWe show that if G is a finite group then no chain of modular elements in its subgroup lattic...
AbstractLet M be a maximal subgroup of a finite group G and K/L be a chief factor such that L⩽M whil...
A subgroup H of a group G is called modular in G if H is a modular element (in sense of Kurosh) of t...
A subgroup $H$ of a finite group $G$ is submodular in $G$ if there is a subgroup chain $H=H_0\leq\ld...
In this note, we prove that Gauss-Picard modular group PU(2,1;\Theta_{1}) has Property (FA). Our res...
si studiano gruppi in cui sottogruppi appartenenti a rilevanti sistemi di sottogruppi sono M-sottog...
This book covers the modular invariant theory of finite groups, the case when the characteristic of ...
A group G is said to have finite Prüfer rank r if every finitely generated subgroup of G can be gene...
The investigation is concerned with the groups in which any infinite modular subgroup forms a modula...
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