Geodesic Growth of some 3-dimensional RACGs

Antolín, Yago; Foniqi, Islam

doi:10.48550/arxiv.2105.09751

2021

DOI: 10.48550/arxiv.2105.09751

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Geodesic Growth of some 3-dimensional RACGs

Yago Antolín¹,

Islam Foniqi²

Abstract: We give explicit formulas for the geodesic growth series of a Right Angled Coxeter Group (RACG) based on a link-regular graph that is 4-clique free, i.e. without tetrahedrons.One calls V is the standard generating set of C Γ . We can also associate to Γ the the right angled Artin Group A Γ given by the presentation:

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Geodesic Growth of some 3-dimensional RACGs

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References 6 publications

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