summary:We study properties of Steiner loops which are of fundamental importance to develop a combinatorial theory of loops along the lines given by Combinatorial Group Theory. In a summary we describe our findings
AbstractThe classical question raised by Lovász asks whether every Cayley graph is Hamiltonian. We p...
Abstract. In 1974 Orin Chein discovered a new family of Mo-ufang loops which are now called Chein lo...
We consider contact processes on general Cayley graphs. It is shown that any such contact process ha...
summary:We study properties of Steiner loops which are of fundamental importance to develop a combin...
summary:In [Mwambene E., Multiples of left loops and vertex-transitive graphs, Cent. Eur. J. Math. 3...
Abstract. In this paper we investiagte Steiner loops introduced by N.S. Mendel-sohn [Aeq. Math. 6 (1...
A Cayley graph is a pictorial representation of the structure of a group G with respect to a generat...
Groupoids are mathematical structures that have proved to be useful in many areas, ranging from cate...
The k-degree Cayley graph has been proposed by Hsieh and Hsiao (Networks 47 (2006), 26-36). They hav...
This article describes two methods to prove Cayley Theorem in Graph Theory, through 1-1 corespondenc...
AbstractCayley graphs arise naturally in computer science, in the study of word-hyperbolic groups an...
The Cayley-Dickson loop Qn is the multiplicative closure of basic elements of the algebra constructe...
This thesis is an exploration of the relationship between groups and their Cayley graphs. Roughly sp...
Cayley graphs are graphs associated to a group and a set of generators for that group (there is also...
Two of the most relevant branches of modern day Mathematics are Group Theory and Graph Theory. Both...
AbstractThe classical question raised by Lovász asks whether every Cayley graph is Hamiltonian. We p...
Abstract. In 1974 Orin Chein discovered a new family of Mo-ufang loops which are now called Chein lo...
We consider contact processes on general Cayley graphs. It is shown that any such contact process ha...
summary:We study properties of Steiner loops which are of fundamental importance to develop a combin...
summary:In [Mwambene E., Multiples of left loops and vertex-transitive graphs, Cent. Eur. J. Math. 3...
Abstract. In this paper we investiagte Steiner loops introduced by N.S. Mendel-sohn [Aeq. Math. 6 (1...
A Cayley graph is a pictorial representation of the structure of a group G with respect to a generat...
Groupoids are mathematical structures that have proved to be useful in many areas, ranging from cate...
The k-degree Cayley graph has been proposed by Hsieh and Hsiao (Networks 47 (2006), 26-36). They hav...
This article describes two methods to prove Cayley Theorem in Graph Theory, through 1-1 corespondenc...
AbstractCayley graphs arise naturally in computer science, in the study of word-hyperbolic groups an...
The Cayley-Dickson loop Qn is the multiplicative closure of basic elements of the algebra constructe...
This thesis is an exploration of the relationship between groups and their Cayley graphs. Roughly sp...
Cayley graphs are graphs associated to a group and a set of generators for that group (there is also...
Two of the most relevant branches of modern day Mathematics are Group Theory and Graph Theory. Both...
AbstractThe classical question raised by Lovász asks whether every Cayley graph is Hamiltonian. We p...
Abstract. In 1974 Orin Chein discovered a new family of Mo-ufang loops which are now called Chein lo...
We consider contact processes on general Cayley graphs. It is shown that any such contact process ha...
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