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math.CO2022
Geodesic packing in graphs
Paul Manuel, Bostjan Bresar, Sandi Klavzar
Given a graph , a geodesic packing in is a set of vertex-disjoint maximal geodesics, and the geodesic packing number of , ${\gpack}(G)$, is the maximum cardinality of a g…
math.CO2022
The geodesic cover problem for butterfly networks
Paul Manuel, Sandi Klavzar, R. Prabha +1
A geodesic cover, also known as an isometric path cover, of a graph is a set of geodesics which cover the vertex set of the graph. An edge geodesic cover of a graph is a set of geo…
math.CO2022
Generalization of edge general position problem
Paul Manuel, R. Prabha, Sandi Klavzar
The edge geodesic cover problem of a graph is to find a smallest number of geodesics that cover the edge set of . The edge -general position problem is introduced as the…