AbstractGiven a permutation group G acting on a set X we consider the orbits of the induced group on P(X). This paper is concerned with the following question: what conditions are involved in the frequently observed fact that the number of orbits grows as 2|x|/|G| for large |X|
Let G be a permutation group on a set with no fixed points in and let m be a positive integer. If no...
Suppose that G is a simply transitive primitive permutation group on a finite set Ω such that for α ...
This paper considers the problem of generating lex-leader symmetry-breaking formulas for per-mutatio...
AbstractIf a sequence of transitive permutation groups G of degree n have orders which are not too l...
AbstractWe prove that the minimal base size for the permutation action of the sporadic simple Baby m...
Abstract Let G be a permutation group acting on a set of size n ∈ N and let 1 ≤ k < (n − 1)/2. L...
AbstractThis paper discusses investigations of sequences of natural numbers which count the orbits o...
AbstractLet G be a permutation group on a set Ω such that G has no fixed points in Ω. If, for a give...
AbstractIf a sequence of transitive permutation groups G of degree n have orders which are not too l...
This paper discusses investigations of sequences of natural numbers which count the orbits of an inf...
In this work we employ a combinatorial process to establish the intransitivity of a non-deranged per...
Let $G$ be a permutation group on a set $\Omega$ with no fixedpoints in $\Omega$ and let $m$ be a po...
AbstractThis paper presents a theorem on the growth rate of the orbit-counting sequences of a primit...
Let G be a transitive permutation group on a set Ω such that, for ω∈Ω, the stabiliser Gω induces on ...
AbstractWe consider primitive subgroups G of the symmetric group Sn, and the sizes of their orbits o...
Let G be a permutation group on a set with no fixed points in and let m be a positive integer. If no...
Suppose that G is a simply transitive primitive permutation group on a finite set Ω such that for α ...
This paper considers the problem of generating lex-leader symmetry-breaking formulas for per-mutatio...
AbstractIf a sequence of transitive permutation groups G of degree n have orders which are not too l...
AbstractWe prove that the minimal base size for the permutation action of the sporadic simple Baby m...
Abstract Let G be a permutation group acting on a set of size n ∈ N and let 1 ≤ k < (n − 1)/2. L...
AbstractThis paper discusses investigations of sequences of natural numbers which count the orbits o...
AbstractLet G be a permutation group on a set Ω such that G has no fixed points in Ω. If, for a give...
AbstractIf a sequence of transitive permutation groups G of degree n have orders which are not too l...
This paper discusses investigations of sequences of natural numbers which count the orbits of an inf...
In this work we employ a combinatorial process to establish the intransitivity of a non-deranged per...
Let $G$ be a permutation group on a set $\Omega$ with no fixedpoints in $\Omega$ and let $m$ be a po...
AbstractThis paper presents a theorem on the growth rate of the orbit-counting sequences of a primit...
Let G be a transitive permutation group on a set Ω such that, for ω∈Ω, the stabiliser Gω induces on ...
AbstractWe consider primitive subgroups G of the symmetric group Sn, and the sizes of their orbits o...
Let G be a permutation group on a set with no fixed points in and let m be a positive integer. If no...
Suppose that G is a simply transitive primitive permutation group on a finite set Ω such that for α ...
This paper considers the problem of generating lex-leader symmetry-breaking formulas for per-mutatio...
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