Mathematics – Differential Geometry
Scientific paper
2008-06-03
Mathematics
Differential Geometry
submitted September 2006, accepted for journal publication November 2007
Scientific paper
We consider the existence problem for `Steiner networks' (trivalent graphs with 120 degree angles at each junction) in strictly convex domains, with `Neumann' boundary conditions (orthogonal intersection with the domain boundary.) For each of the three possible combinatorial possibilities, sufficient conditions on the domain are derived for existence; in addition, in each case explicit examples of nonexistence are given.
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