Studying the A4-Graphs for elements of order 3 in tits group T and Mathieu group M20
Publish Year: 1400
Type: Journal paper
Language: English
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Document National Code:
JR_IJNAA-12-2_142
Index date: 2 December 2022
Studying the A4-Graphs for elements of order 3 in tits group T and Mathieu group M20 abstract
Assume that X is a subset of the finite group G. The A4-graph is known as a simple graph denoted by \mathcal{A}_4 (G, X) having X as a vertex set and two vertices x, y \in X, is linked by an edges if x\neq y and {xy}^{-1} = {yx}^{-1} . In this paper, we consider \mathcal{A}_4 (G, X) when G is either Tits group T or Mathieu group M_{20} and X is G-conjugacy class of elements of order three. Valuable results reached, for example, disc structure, girth, clique number, and diameters of the A4-graph.
Studying the A4-Graphs for elements of order 3 in tits group T and Mathieu group M20 Keywords:
Studying the A4-Graphs for elements of order 3 in tits group T and Mathieu group M20 authors