Publication date
October 2005
DOIAbstract
In this paper we use the O'Nan-Scott Theorem and Aschbacher's theorem to classify the primitive permutation groups of degree less than 2500. (c) 2005 Elsevier Inc. All rights reserved.</p
In this paper we use the O'Nan-Scott Theorem and Aschbacher's theorem to classify the primitive permutation groups of degree less than 2500. (c) 2005 Elsevier Inc. All rights reserved.</p
We show that the minimal base size $b(G)$ of a finite primitive permutation group $G$ of degree $n$ ...
The minimal degree of a permutation group $G$ is the minimum number of points not fixed by non-ident...
This book gives a proof of Cherlin’s conjecture for finite binary primitive permutation groups. Moti...
AbstractIn this paper we use the O'Nan–Scott Theorem and Aschbacher's theorem to classify the primit...
AbstractIn this paper we complete the classification of the primitive permutation groups of degree l...
Bounding the order of a primitive permutation group in terms of its degree was a problem of 19-th ce...
In this thesis we extend the classification of primitive permutation groups of degree d to include 4...
AbstractWe prove that the number of conjugacy classes of primitive permutation groups of degreenis a...
In this thesis we classify finite primitive permutation groups of rank 4. According to the 0' Nan-Sc...
Part I of this thesis presents methods for finding the primitive permutation groups of degree d, wh...
We complete data in Sims' list of the 406 primitive permutation groups of degree ≤ 50, as given in a...
Almost all primitive permutation groups of degree n have order at most n · Q[log2 n]−1i=0 (n − 2i) &...
AbstractThis paper precisely classifies all simple groups with subgroups of index n and all primitiv...
Es sei G eine auf der endlichen Menge $Omega$ transitive Permutationsgruppe und p ein Primteiler der...
The problem of bounding the order of a permutation group G in terms of its degree n was one of the c...
We show that the minimal base size $b(G)$ of a finite primitive permutation group $G$ of degree $n$ ...
The minimal degree of a permutation group $G$ is the minimum number of points not fixed by non-ident...
This book gives a proof of Cherlin’s conjecture for finite binary primitive permutation groups. Moti...
AbstractIn this paper we use the O'Nan–Scott Theorem and Aschbacher's theorem to classify the primit...
AbstractIn this paper we complete the classification of the primitive permutation groups of degree l...
Bounding the order of a primitive permutation group in terms of its degree was a problem of 19-th ce...
In this thesis we extend the classification of primitive permutation groups of degree d to include 4...
AbstractWe prove that the number of conjugacy classes of primitive permutation groups of degreenis a...
In this thesis we classify finite primitive permutation groups of rank 4. According to the 0' Nan-Sc...
Part I of this thesis presents methods for finding the primitive permutation groups of degree d, wh...
We complete data in Sims' list of the 406 primitive permutation groups of degree ≤ 50, as given in a...
Almost all primitive permutation groups of degree n have order at most n · Q[log2 n]−1i=0 (n − 2i) &...
AbstractThis paper precisely classifies all simple groups with subgroups of index n and all primitiv...
Es sei G eine auf der endlichen Menge $Omega$ transitive Permutationsgruppe und p ein Primteiler der...
The problem of bounding the order of a permutation group G in terms of its degree n was one of the c...
We show that the minimal base size $b(G)$ of a finite primitive permutation group $G$ of degree $n$ ...
The minimal degree of a permutation group $G$ is the minimum number of points not fixed by non-ident...
This book gives a proof of Cherlin’s conjecture for finite binary primitive permutation groups. Moti...
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