Topology

   

Homology Classes of Generalised Triangulations Made up of a Small Number of Simplexes

Authors: Vincenzo Nardozza

By means of a computer, all the possible homogeneous compact generalised triangulations made up of a small number of 3-simplexes (from 1 to 3) have been classified in homology classes. The analysis shows that, with a small number of simplexes, it is already possible to build quite a large number of separate topological spaces.

Comments: 4 Pages.

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Submission history

[v1] 2014-09-16 03:54:14
[v2] 2014-09-26 05:16:45
[v3] 2015-08-17 09:28:44

Unique-IP document downloads: 169 times

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