An alternative construction of the G2(2)-hexagon
Koichi Inoue

TL;DR
This paper presents a new explicit method to construct the G2(2)-hexagon using a U3(2)-geometry, offering an alternative approach to understanding its structure.
Contribution
It introduces a novel explicit construction of the G2(2)-hexagon based on U3(2)-geometry, expanding the toolkit for studying these geometric structures.
Findings
Provides an explicit construction method for G2(2)-hexagon.
Establishes a connection between G2(2)-hexagon and U3(2)-geometry.
Enhances understanding of the structure of G2(2)-hexagon.
Abstract
In this note, we give an alternative and explicit construction of the -hexagon from a -geometry.
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Taxonomy
TopicsFinite Group Theory Research · Graph theory and applications · Analytic Number Theory Research
