\(2m\)-cycle systems of \(K_{2m+1}\backslash C_m\) (Q1376058)
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scientific article; zbMATH DE number 1106798
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | \(2m\)-cycle systems of \(K_{2m+1}\backslash C_m\) |
scientific article; zbMATH DE number 1106798 |
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\(2m\)-cycle systems of \(K_{2m+1}\backslash C_m\) (English)
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2 December 1998
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The author shows that the edge set of the complete graph on \(2m+1\) vertices can be decomposed into \(m\) cycles of length \(2m\) and one cycle of length \(m\). Thus, the paper constitutes another partial solution of a well-known problem of Alspach.
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cycle
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complete graph
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decomposition
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problem of Alspach
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0.9153138
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0.90726805
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0.89035624
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0.8861041
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0.8767198
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