More constructions for Turan's (3,4)-conjecture (Q1010873)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | More constructions for Turan's (3,4)-conjecture |
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More constructions for Turan's (3,4)-conjecture (English)
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7 April 2009
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Summary: For Turán's (3,4)-conjecture, in the case of \(n = 3k+1\) vertices, \(\frac{1}{2}\cdot6^{k-1}\) non-isomorphic hypergraphs are constructed that attain the conjecture. In the case of \(n = 3k+2\) vertices, \(6^{k-1}\) non-isomorphic hypergraphs are constructed that attain the conjecture.
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