AbstractFor a maximal subgroup M of a finite group G, the normal index of M is the order of a chief factor H/K where H is minimal in the set of normal supplements of M in G. We use the primitive permutation representations of a finite group G and the normal index of its maximal subgroups to obtain results about the influence of the set of maximal subgroups in the structure of G
We describe a practical algorithm for computing representatives of the conjugacy classes of maximal ...
AbstractA subgroup H of a finite group G is said to be c-normal in G if there is a normal subgroup N...
AbstractLet G be a group and H a subgroup. It is shown that the set of indices {[H: H ∩ gHg−1]¦g ϵ G...
AbstractFor a maximal subgroup M of a finite group G, the normal index of M is the order of a chief ...
Let M be a maximal subgroup of finite group G. For each chief factor H/K of G such that K≤M and G=MH...
AbstractLet G be a finite group and let M be a maximal subgroup of G. For each chief factor K/L of G...
AbstractThe objective of this paper is to investigate three distinct families of maximal subgroups o...
AbstractA subgroupHis calledc-normal in groupGif there exists a normal subgroupNofGsuch thatHN=GandH...
AbstractLet G be a finite group and let M be a maximal subgroup of G. For each chief factor K/L of G...
ABSTRACT. The notion of normal index is utilized in proving necessary and sufficient conditions for ...
ABSTRACT. The notion of normal index is utilized in proving necessary and sufficient conditions for ...
If H is a subgroup of the group G then we denote by H_G the normal core of H in G i.e. the intersect...
If H is a subgroup of the group G then we denote by H_G the normal core of H in G i.e. the intersect...
If H is a subgroup of the group G then we denote by H_G the normal core of H in G i.e. the intersect...
If H is a subgroup of the group G then we denote by H_G the normal core of H in G i.e. the intersect...
We describe a practical algorithm for computing representatives of the conjugacy classes of maximal ...
AbstractA subgroup H of a finite group G is said to be c-normal in G if there is a normal subgroup N...
AbstractLet G be a group and H a subgroup. It is shown that the set of indices {[H: H ∩ gHg−1]¦g ϵ G...
AbstractFor a maximal subgroup M of a finite group G, the normal index of M is the order of a chief ...
Let M be a maximal subgroup of finite group G. For each chief factor H/K of G such that K≤M and G=MH...
AbstractLet G be a finite group and let M be a maximal subgroup of G. For each chief factor K/L of G...
AbstractThe objective of this paper is to investigate three distinct families of maximal subgroups o...
AbstractA subgroupHis calledc-normal in groupGif there exists a normal subgroupNofGsuch thatHN=GandH...
AbstractLet G be a finite group and let M be a maximal subgroup of G. For each chief factor K/L of G...
ABSTRACT. The notion of normal index is utilized in proving necessary and sufficient conditions for ...
ABSTRACT. The notion of normal index is utilized in proving necessary and sufficient conditions for ...
If H is a subgroup of the group G then we denote by H_G the normal core of H in G i.e. the intersect...
If H is a subgroup of the group G then we denote by H_G the normal core of H in G i.e. the intersect...
If H is a subgroup of the group G then we denote by H_G the normal core of H in G i.e. the intersect...
If H is a subgroup of the group G then we denote by H_G the normal core of H in G i.e. the intersect...
We describe a practical algorithm for computing representatives of the conjugacy classes of maximal ...
AbstractA subgroup H of a finite group G is said to be c-normal in G if there is a normal subgroup N...
AbstractLet G be a group and H a subgroup. It is shown that the set of indices {[H: H ∩ gHg−1]¦g ϵ G...
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