Interesting Esoterica

The topology of the minimal regular cover of the Archimedean tessellations

Article by Coulbois, Thierry and Pellicer, Daniel and Raggi, Miguel and Ramírez, Camilo and Valdez, Ferrán
  • Published in 2012
  • Added on
In this article we determine, for an infinite family of maps on the plane, the topology of the surface on which the minimal regular covering occurs. This infinite family includes all Archimedean maps.

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Other information

arxivId
1210.1518
pages
21

BibTeX entry

@article{Coulbois2012,
	abstract = {In this article we determine, for an infinite family of maps on the plane, the topology of the surface on which the minimal regular covering occurs. This infinite family includes all Archimedean maps.},
	archivePrefix = {arXiv},
	arxivId = {1210.1518},
	author = {Coulbois, Thierry and Pellicer, Daniel and Raggi, Miguel and Ram{\'{i}}rez, Camilo and Valdez, Ferr{\'{a}}n},
	eprint = {1210.1518},
	month = {oct},
	pages = 21,
	title = {The topology of the minimal regular cover of the Archimedean tessellations},
	url = {http://arxiv.org/abs/1210.1518 http://arxiv.org/pdf/1210.1518v1},
	year = 2012,
	primaryClass = {math.GT},
	urldate = {2012-10-05}
}