• Corpus ID: 119317948

Another Diminimal Map on the Torus

@article{Sulanke2014AnotherDM,
  title={Another Diminimal Map on the Torus},
  author={Thom Sulanke},
  journal={arXiv: Combinatorics},
  year={2014}
}
  • T. Sulanke
  • Published 2 August 2014
  • Mathematics
  • arXiv: Combinatorics
This note adds one diminimal map on the torus to the published set of 55. It also raises to 15 the number of vertices for which all diminimal maps on the torus are known. 

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References

SHOWING 1-3 OF 3 REFERENCES

Type 3 diminimal maps on the torus

A polyhedral map on the torus is diminimal if either shrinking or removing an edge yields a nonpolyhedral map. We show that all such maps on the torus fall into one of two classes, type 2 and type 3,

On generating a diminimal set of polyhedral maps on the torus

Author(s): Henry, Jennifer | Abstract: We develop a method to find a set of diminimal polyhedral maps on the torus from which all other polyhedral maps on the torus may be generated by face splitting

Source for surftri and lists of irreducible triangulations