[1] ALDRED R. E. L., HOLTON D. A., JACKSON B.:
Uniform cyclic edge connectivity in cubic graphs. Combinatorica 11 (1991), 81-96.
MR 1136159 |
Zbl 0759.05057
[2] ANDERSEN L. D., FLEISCHNER H., JACKSON B.:
Removable edges in cyclically 4-edge-connected cubic graphs. Graphs Combin. 4 (1988), 1-21.
MR 0922156 |
Zbl 0643.05046
[3] FOUQUET J.-L., THUILLIER H.:
Non-removable edges in 3-connected cubic graphs. Graphs Combin. 7 (1991), 119-141.
MR 1115132 |
Zbl 0758.05064
[4] LOVÁSZ L.:
On graphs containing no independent cycles. (Hungarian), Mat. Lapok 16 (1965), 289-299.
MR 0211902
[7] McCUAIG W. D.:
Edge reductions in cyclically k-connected cubic graphs. J. Combin. Theory Ser. B 56 (1992), 16-44.
MR 1182455 |
Zbl 0711.05030
[9] NEDELA R., ŠKOVIERA, M: On cyclic connectivity of cubic graphs. Manuscript.
[10] NEDELA R., ŠKOVIERA M.:
Atoms of cyclic connectivity in transitive cubic graphs. In: Contemporary Methods in Graph Theory (R. Bodendiek, ed.),BI-Wissenschaftsverlag, Mannheim, 1990, pp. 479-488.
MR 1126248 |
Zbl 0717.05049
[11] TUTTE W. T.:
A non-Hamiltonian planar graph. Acta Math. Acad. Scient. Hung. 11 (1960), 371-375.
MR 0141104 |
Zbl 0103.16202