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Apr 28, 2010 · We show that all spherical Eulerian triangulations can be inductively generated from the set of all even double wheels using just one of the ...
Jan 15, 2010 · All graphs in this note are undirected and simple, with no multiple (parallel) edges. A graph is Eulerian if all vertices have.
We show that all spherical Eulerian triangulations can be inductively generated from the set of all even double wheels using just one of the two local ...
We show that all spherical Eulerian triangulations can be inductively generated from the set of all even double wheels using just one of the two local ...
First page of “Generating spherical Eulerian triangulations” PDF Icon. download. Download Free PDF. Download Free PDF. Generating spherical Eulerian ...
Apr 4, 2014 · Theorem 1. All cell decompositions of a sphere S have Euler characteristic 2. This is well-known, but I had this idea for an intuitive proof.
Oct 24, 2017 · The euler characteristic V-E+F=1 for the triangulation of a disk and V-E+F=2 for the triangulation of a sphere are necessary conditions for such triangulations ...
Apr 25, 2010 · The smallest mesh for a torus has 14 triangles, connected to each other in the pattern of the Heawood graph. The resulting mesh has seven vertices and 21 edges.
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Jan 6, 2015 · In this paper, we prove that every 4-connected even triangulation on the sphere can be obtained from the octahedron by a sequence of two ...
Jun 23, 2021 · We say that T is k-colorable if the triangles of T can be assigned with k colors such that any two triangles with a common edge have different colors.