-
- 1
- B. Alspach and S. Marshall, Even cycle decompositions of
complete graphs minus a 1-factor, J. of Combin. Designs 6
(1994) 441-458.
- 2
- E. Bell, Decomposition of Kn into cycles of length at most
fifty, Ars Combin. 40 (1995) 49-58.
- 3
-
J.-C. Bermond, O. Favaron and M. Maheo, Hamiltonian decomposition of Cayley
graphs of degree 4, J. Combin. Theory Ser. B 46 (1989), 142-153.
- 4
- J.-C. Bermond, C. Huang, and D. Sotteau, Balanced cycle and
circuit designs: Even cases, Ars Combin. 5 (1978) 293-318.
- 5
- J.-C. Bermond and D. Sotteau, Balanced cycle and circuit
designs: Odd cases, Proc. Colloq. Oberhof Ilmenau (1978) 11-32.
- 6
- R. Häggkvist, A lemma on cycle decompositions, Ann.
Discrete Math. 27 (1985) 227-232.
- 7
- D.G. Hoffman, C.C. Linder, and C.A. Rodger, On the
construction of odd cycle systems, J. Graph Theory 13 (1989)
417-426.
- 8
- C.C. Linder and C.A. Rodger,``Decomposition into
cycles II: Cycle systems", in Contemporary Design Theory: A
Collection of Surveys, eds. J.H. Dinitz and D.R. Stinson,
Wiley, New York (1992) 325-369.
- 9
- E. Lucas, Récréationes Mathématiques, vol. II,
Gauthier-Villars, Paris, 1892.
- 10
- D. Sotteau, Decompositions of Km,n (Km,n*)
into cycles (circuits) of length 2k, J. Combin. Theory Ser. B
29 (1981) 75-81.
- 11
- M. Tarsi, Decomposition of a complete multigraph into simple
paths: Nonbalanced handcuffed designs, J. Combin. Theory Ser. A
34 (1983) 60-70.
- 12
- R.M. Wilson, construction and uses of pairwise balanced
designs, Math. Centre Tracts 55 (1974) 18-41.
Brian &
2000-01-20