About a new splitting for the algorithmic study of the tilings $\{p,q\}$ of the hyperbolic plane when $q$ is odd

Details About a new splitting for the algorithmic study of the tilings $\{p,q\}$ of the hyperbolic plane when $q$ is odd About a new splitting for the algorithmic study of the tilings $\{p,q\}$ of the hyperbolic plane when $q$ is odd

2009-11-20

arxiv.org/abs/0911.4040v2

Computer Science

Computational Geometry

20 pages, 19 figures This version significantly improves version 1 of the paper, by answering questions remained open in the p

Scientific paper

In this paper, we remind previous results about the tilings $\{p,q\}$ of the
hyperbolic plane. We introduce two new ways to split the hyperbolic plane in
order to algorithmically construct the tilings $\{p,q\}$ when $q$ is odd.

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