The Number of Non-Isomorphic Hamiltonian Circuits in an $n$-Dimensional Cube

Previous | Up | Next

Article

The Number of Non-Isomorphic Hamiltonian Circuits in an $n$-Dimensional Cube. (English). Matematický časopis, vol. 24 (1974), issue 3, pp. 203-208

MSC: 05C35, 05C99, 68Q45, 94B99, 94C10 | MR 0351898 | Zbl 0287.94019

References:

[1] ABBOTT H. L.: Some problems in combinatorial analysis. Ph. D. thesis, Univeгsity of Albeгta, Edmonton 1965. MR 2939594

[2] COXETER H. S. M.: Regular Polуtopes. 2nd ed., MacMillan New York - London 1963. MR 0151873

[3] GILBERT E. N.: Gгaу codes and paths on the n-cube. Bell Sуstem Techn. J. 37, 1958, 815-826. MR 0094273

[4] GUY R. K.: Twentу odd questions in combinatoгics. Research Paper No. 104, University of Calgary, Calgary 1970. MR 0266763

[5] MILLS W. H.: Some complete cycles on the n-cube. Proc. Amer. Math. Soc. 14, 1963, 640-643. MR 0151950 | Zbl 0115.41002

Partner of