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On 3-triangulation of toroids
Last modified: 2014-01-31
Abstract
Toroids (polyhedral torus) couldn't be convex, so it is questionable is it possible to 3-triangulate them (i.e. divide into tetrahedra). There will be discussed some examples of toroids and shown that for each $n \geq 9$ exists toroid for which triangulation is possible.
Keywords
triangulation of polyhedra, toroids