TL;DR
This paper develops a rewriting system for twisted right-angled Artin groups, enabling analysis of their algebraic and geometric properties and highlighting differences from standard right-angled Artin groups.
Contribution
It introduces a complete rewriting system for twisted right-angled Artin groups, providing a new tool for their algebraic and geometric study.
Findings
Normal form derived from the rewriting system
Applications illustrating differences with right-angled Artin groups
Insights into algebraic and geometric properties
Abstract
We present a complete rewriting system for twisted right-angled Artin groups. Utilizing the normal form coming from the rewriting system, we provide applications that illustrate differences and similarities with right-angled Artin groups, both at the geometric and algebraic levels.
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Taxonomy
TopicsInfectious Diseases and Tuberculosis · Geometric and Algebraic Topology