Add to ORKGAbstract. The minimal faithful permutation degree of a finite group G, denote by µ(G) is the least non-negative integer n such that G embeds inside the symmetric group Sym(n). In this paper, we outline a Magma proof that 10 is the smallest degree for which there are groups G and H such that µ(G×H) < µ(G) + µ(H). 1
We study permutation groups of given minimal degree without the classical primitivity assumption. We...
We prove two statements. The first one is a conjecture of Ian Hughes which states that if f_1,..., f...
Abstract. If F is a subfield of C, then a square matrix over F with non-negative integral trace is c...
The minimal degree, µ(G), of a finite group G is the least n such that G embeds in Sn. Such embeddin...
The minimal degree, µ(G), of a finite group G is the least n such that G embeds in Sn. Such embeddin...
The minimal faithful permutation degree μ(G) of a finite group G is the least positive integer n suc...
ABSTRACT. A minimal permutation representation of a finite group G is a faithful G-set with the smal...
The minimal degree of a permutation group $G$ is the minimum number of points not fixed by non-ident...
The minimal degree of a permutation group $G$ is the minimum number of points not fixed by non-ident...
For a finite group $G$, we denote by $\mu(G)$ the minimum degree of a faithful permutation represent...
For a finite group $G$, we denote by $\mu(G)$ the minimum degree of a faithful permutation represent...
For a finite group $G$, we denote by $\mu(G)$ the minimum degree of a faithful permutation represent...
ABSTRACT. A minimal permutation representation of a finite group G is a faithful G-set with the smal...
Es sei G eine auf der endlichen Menge $Omega$ transitive Permutationsgruppe und p ein Primteiler der...
AbstractWe improve a result of Liebeck and Saxl concerning the minimal degree of a primitive permuta...
We study permutation groups of given minimal degree without the classical primitivity assumption. We...
We prove two statements. The first one is a conjecture of Ian Hughes which states that if f_1,..., f...
Abstract. If F is a subfield of C, then a square matrix over F with non-negative integral trace is c...
The minimal degree, µ(G), of a finite group G is the least n such that G embeds in Sn. Such embeddin...
The minimal degree, µ(G), of a finite group G is the least n such that G embeds in Sn. Such embeddin...
The minimal faithful permutation degree μ(G) of a finite group G is the least positive integer n suc...
ABSTRACT. A minimal permutation representation of a finite group G is a faithful G-set with the smal...
The minimal degree of a permutation group $G$ is the minimum number of points not fixed by non-ident...
The minimal degree of a permutation group $G$ is the minimum number of points not fixed by non-ident...
For a finite group $G$, we denote by $\mu(G)$ the minimum degree of a faithful permutation represent...
For a finite group $G$, we denote by $\mu(G)$ the minimum degree of a faithful permutation represent...
For a finite group $G$, we denote by $\mu(G)$ the minimum degree of a faithful permutation represent...
ABSTRACT. A minimal permutation representation of a finite group G is a faithful G-set with the smal...
Es sei G eine auf der endlichen Menge $Omega$ transitive Permutationsgruppe und p ein Primteiler der...
AbstractWe improve a result of Liebeck and Saxl concerning the minimal degree of a primitive permuta...
We study permutation groups of given minimal degree without the classical primitivity assumption. We...
We prove two statements. The first one is a conjecture of Ian Hughes which states that if f_1,..., f...
Abstract. If F is a subfield of C, then a square matrix over F with non-negative integral trace is c...