| Title: | The Hamilton-Waterloo problem for Hamilton cycles and C(4k)-factors |
| Authors: | Lei, Hongchuan Fu, Hung-Lin Shen, Hao 應用數學系 Department of Applied Mathematics |
| Issue Date: | 1-Jul-2011 |
| Abstract: | In this paper we give a complete solution to the Hamilton-Waterloo problem for the case of Hamilton cycles and C(4k)-factors for all positive integers k. |
| URI: | http://hdl.handle.net/11536/22208 |
| ISSN: | 0381-7032 |
| Journal: | ARS COMBINATORIA |
| Volume: | 100 |
| Issue: | |
| Begin Page: | 341 |
| End Page: | 348 |
| Appears in Collections: | Articles |
- The Hamilton-Waterloo problem for Hamilton cycles and C-4k-factors / Lei, Hongchuan;Fu, Hung-Lin;Shen, Hao
- The Hamilton-Waterloo problem for two even cycles factors / Fu, Hung-Lin;Huang, Kuo-Ching
- The Hamilton-Waterloo Problem for Triangle-Factors and Heptagon-Factors / Lei, Hongchuan;Fu, Hung-Lin
- Maximal sets of hamilton cycles in K(2p)-F / Fu, H. L.;Logan, S. L.;Rodger, C. A.
- Maximal sets of Hamilton cycles in Dn / Pu, Liqun;Fu, Hung-Lin;Shen, Hao
- Quadratic polynomial solutions of the Hamilton-Jacobi inequality in reliable control design / Liaw, DC;Liang, YW
- Fault-Tolerant Hamiltonian Connectivity and Fault-Tolerant Hamiltonicity of the Fully Connected Cubic Networks / Ho, Tung-Yang;Lin, Cheng-Kuan
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