Add to ORKGAlthough the Mathieu groups are probably best known today as the first instances of the sporadic simple groups, Mathieu’s discovery of them arose rather from his search for highly transitive permutation groups; only later were the Mathieu groups shown to be simple. In modern mathematics, th
In this article, certain of the sporadic simple groups are analysed, and the polytopes having these...
The goal of this thesis is to present a description of a highly transitive group M12 in two differen...
The Mathieu group M23 is somehow special when we talk about geometries on which it acts flag-transit...
This project is suitable for someone with an interest in Group Theory and Combinatorics. Familiarity...
All simple finite groups are classified as members of specific families. With one exception, these f...
Mathieu groups $M_{11} $ , $M_{12} $ , $M_{23} $ and $M_{24} $ are the only nontrivial 4-transitive ...
Abstract. We study a construction of the Mathieu group M12 using a game reminiscent of Loyd's \...
Os cinco grupos de Mathieu, M24;M23;M22;M12 e M11, compõem a primeira família de grupos esporádicos ...
There exist many characterizations for the sporadic simple groups. In this paper we give two new cha...
In 1987, John Horton Conway constructed a subset $M_{13}$ of permutations on a set of size $13$ for ...
In the early 80-ties it became clear that the classification of the non-abelian finite simple groups...
The Mathieu Groups are presented in the context of finite geometry and the theory of group amalgams
In this thesis, we describe the construction of the Mathieu group M24 given by Ernst Witt in 1938, a...
In the early 80-ties it became clear that the classification of the non-abelian finite simple groups...
In this article, certain of the sporadic simple groups are analysed, and the polytopes having these...
In this article, certain of the sporadic simple groups are analysed, and the polytopes having these...
The goal of this thesis is to present a description of a highly transitive group M12 in two differen...
The Mathieu group M23 is somehow special when we talk about geometries on which it acts flag-transit...
This project is suitable for someone with an interest in Group Theory and Combinatorics. Familiarity...
All simple finite groups are classified as members of specific families. With one exception, these f...
Mathieu groups $M_{11} $ , $M_{12} $ , $M_{23} $ and $M_{24} $ are the only nontrivial 4-transitive ...
Abstract. We study a construction of the Mathieu group M12 using a game reminiscent of Loyd's \...
Os cinco grupos de Mathieu, M24;M23;M22;M12 e M11, compõem a primeira família de grupos esporádicos ...
There exist many characterizations for the sporadic simple groups. In this paper we give two new cha...
In 1987, John Horton Conway constructed a subset $M_{13}$ of permutations on a set of size $13$ for ...
In the early 80-ties it became clear that the classification of the non-abelian finite simple groups...
The Mathieu Groups are presented in the context of finite geometry and the theory of group amalgams
In this thesis, we describe the construction of the Mathieu group M24 given by Ernst Witt in 1938, a...
In the early 80-ties it became clear that the classification of the non-abelian finite simple groups...
In this article, certain of the sporadic simple groups are analysed, and the polytopes having these...
In this article, certain of the sporadic simple groups are analysed, and the polytopes having these...
The goal of this thesis is to present a description of a highly transitive group M12 in two differen...
The Mathieu group M23 is somehow special when we talk about geometries on which it acts flag-transit...