AbstractWe examine a number of countable homogeneous relational structures with the aim of determining which countable groups can act regularly on them. Since a group X acts regularly on a graph G if and only if G is a Cayley graph for X, we will extend the terminology and say that M is a Cayley object for X if X acts regularly on M. We consider, among other things, graphs, hypergraphs, metric spaces and total orders
AbstractLet Cay(G,S) be a connected tetravalent Cayley graph on a regular p-group G and let Aut(G) b...
On one hand the content of this thesis falls within the scope of Group theory, and on the other han...
In spite of the difficulties which arise in constructing Cayley graphs with given regular automorphi...
We examine a number of countable homogeneous relational structures with the aim of deciding which co...
AbstractWe examine a number of countable homogeneous relational structures with the aim of determini...
We examine a number of countable homogeneous relational structures with the aim of determining which...
This thesis is an exploration of the relationship between groups and their Cayley graphs. Roughly sp...
AbstractFor a finite group G, a Cayley graph Cay(G,S) is said to be normal if the group GR of right ...
The first part of this dissertation deals with highly symmetrical combinatorial structures - vertex ...
The first part of this dissertation deals with highly symmetrical combinatorial structures - vertex ...
A number of authors have studied the question of when a graph can be represented as a Cayley graph o...
A number of authors have studied the question of when a graph can be represented as a Cayley graph o...
>Magister Scientiae - MScThe pursuit of graphs which are vertex-transitive and non-Cayley on groups ...
AbstractThe paper characterizes Cayley graphs that underlie Cayley maps of the highest possible leve...
A number of authors have studied the question of when a graph can be represented as a Cayley graph o...
AbstractLet Cay(G,S) be a connected tetravalent Cayley graph on a regular p-group G and let Aut(G) b...
On one hand the content of this thesis falls within the scope of Group theory, and on the other han...
In spite of the difficulties which arise in constructing Cayley graphs with given regular automorphi...
We examine a number of countable homogeneous relational structures with the aim of deciding which co...
AbstractWe examine a number of countable homogeneous relational structures with the aim of determini...
We examine a number of countable homogeneous relational structures with the aim of determining which...
This thesis is an exploration of the relationship between groups and their Cayley graphs. Roughly sp...
AbstractFor a finite group G, a Cayley graph Cay(G,S) is said to be normal if the group GR of right ...
The first part of this dissertation deals with highly symmetrical combinatorial structures - vertex ...
The first part of this dissertation deals with highly symmetrical combinatorial structures - vertex ...
A number of authors have studied the question of when a graph can be represented as a Cayley graph o...
A number of authors have studied the question of when a graph can be represented as a Cayley graph o...
>Magister Scientiae - MScThe pursuit of graphs which are vertex-transitive and non-Cayley on groups ...
AbstractThe paper characterizes Cayley graphs that underlie Cayley maps of the highest possible leve...
A number of authors have studied the question of when a graph can be represented as a Cayley graph o...
AbstractLet Cay(G,S) be a connected tetravalent Cayley graph on a regular p-group G and let Aut(G) b...
On one hand the content of this thesis falls within the scope of Group theory, and on the other han...
In spite of the difficulties which arise in constructing Cayley graphs with given regular automorphi...