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Nebesky, L.

( L. Nebesky)


graph axiom function interval function interval system lemma graph g proof signpost signpost system vertice characterization block theorem nebesk operation step system mulder cycle ternary process vertex geodesic structure x ∈ f section leap operation guide induction z ∈ v result signpost systems proposition betweennes approach function f ym +n lemma c journal paper wheel geodesic structure satis fies axioms access operation article block graph corollary european combinatoric yi +m european journal press example obstruction distance ternary relation ym +1 distance function geodetic study cut-vertex nonempty ternary algebras length geodetic betweenness definition algebra j ≤ m x ∈ v contradiction property leap system induction hypothesis interval operator relation interval function i ¯ ¯ ¯ y ∈ v v ∈ v




4 Most Recent Publications

Guides and Shortcuts in Graphs (Research Paper)
Mulder, H.M. Nebesky, L.
2011-01-01
Axiomatic characterization of the interval function of a graph (Research Paper)
Mulder, H.M. Nebesky, L.
2008-11-10
Axiomatic characterization of the interval function of a graph (Article)
Mulder, H. Nebesky, L.
2008-01-01
Leaps: an approach to the block structure of a graph (Research Paper)
Mulder, H.M. Nebesky, L.
2004-12-20