4 problems
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The refined asymptotic conjecture for approximation cardinality of random fields
Refined asymptotic conjecture. Under further assumptions on the sequence , one can prove that
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Euclidean Steiner tree conjecture for regular simplicial complexes
Let and . A regular, unit simplicial complex on vertices has constituent simplices that are regular and unit. Euclidean Steiner tree conjecture…
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Simplicial-complex efficiency conjecture for Euclidean Steiner trees
A regular simplicial complex is a simplicial complex embedded with regular simplices as its constituent simplices. Simplicial-complex efficiency conjecture. Regular simplicial comp…
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Star embedding conjecture for Euclidean Steiner trees
Let be a graph with edges, and embed each edge by its characteristic vector, as in the Vertex Cover reduction discussed in the source. Consider the Euclidean Steiner tree o…