Decompositions of 3-uniform hypergraph K_v^{(3)} into hypergraph K_4^{(3)}+e

Details Decompositions of 3-uniform hypergraph K_v^{(3)} into hypergraph K_4^{(3)}+e Decompositions of 3-uniform hypergraph K_v^{(3)} into hypergraph K_4^{(3)}+e

2010-05-23

arxiv.org/abs/1005.4163v1

Mathematics

Combinatorics

16 pages; accepted by Utilitas Mathematica

Scientific paper

In this paper it is established that a decomposition of a 3-uniform
hypergraph K_v^{(3)} into a special kind of hypergraph K_4^{(3)}+e exists if
and only if v\equiv 0,1,2 (mod 5) and v\geq 7.

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