In this paper we study infinite groups in which the polycyclicity is a transitive relation on the set of all $2$-generator subgroups. We also present a short overview of known results about finite and infinite groups in which a given property is transitive on the set of all $2$-generator subgroups
AbstractThis paper forms part of a study of 2-arc transitivity for finite imprimitive symmetric grap...
AbstractThis paper presents a new algorithm to classify all transitive subgroups of the symmetric gr...
AbstractA well-known conjecture on p-groups states that every non-abelian p-group G has the property...
In this paper we study infinite groups in which the polycyclicity is a transitive relation on the se...
Finite groups in which a given property of two-generator subgroups is a transitive relation are inve...
In this paper we describe the structure of locally finite groups in which the bounded nilpotency of ...
Polycyclic groups are built from cyclic groups in a specific way. They arise in many contexts within...
Some generalisations to infinite permutation groups of familiar results on normal subgroups of finit...
AbstractIn this paper, we study the structure of finite permutation groups with a transitive cyclic ...
The primary purpose of this paper is to report on the successful enumeration in Magma of representat...
[EN] In this survey we highlight the relations between some subgroup embedding properties that chara...
In this paper we have completely determined: (1) all almost simple groups which act 2-transitively o...
AbstractA 2-arc in a graph X is a sequence of three distinct vertices of graph X where the first two...
In this paper, three infinite families of locally 2-arc transitive graphs are constructed, which are...
AbstractThe classification of 2-arc-transitive Cayley graphs of cyclic groups, given in (J. Algebra....
AbstractThis paper forms part of a study of 2-arc transitivity for finite imprimitive symmetric grap...
AbstractThis paper presents a new algorithm to classify all transitive subgroups of the symmetric gr...
AbstractA well-known conjecture on p-groups states that every non-abelian p-group G has the property...
In this paper we study infinite groups in which the polycyclicity is a transitive relation on the se...
Finite groups in which a given property of two-generator subgroups is a transitive relation are inve...
In this paper we describe the structure of locally finite groups in which the bounded nilpotency of ...
Polycyclic groups are built from cyclic groups in a specific way. They arise in many contexts within...
Some generalisations to infinite permutation groups of familiar results on normal subgroups of finit...
AbstractIn this paper, we study the structure of finite permutation groups with a transitive cyclic ...
The primary purpose of this paper is to report on the successful enumeration in Magma of representat...
[EN] In this survey we highlight the relations between some subgroup embedding properties that chara...
In this paper we have completely determined: (1) all almost simple groups which act 2-transitively o...
AbstractA 2-arc in a graph X is a sequence of three distinct vertices of graph X where the first two...
In this paper, three infinite families of locally 2-arc transitive graphs are constructed, which are...
AbstractThe classification of 2-arc-transitive Cayley graphs of cyclic groups, given in (J. Algebra....
AbstractThis paper forms part of a study of 2-arc transitivity for finite imprimitive symmetric grap...
AbstractThis paper presents a new algorithm to classify all transitive subgroups of the symmetric gr...
AbstractA well-known conjecture on p-groups states that every non-abelian p-group G has the property...