2 citations · 2 across the 5 of their papers we have counts for
5 papers
Remoteness, order, size and connectivity constraints in digraphs
Sufiyan Mallu
Let \( D \) be a strongly connected digraph. The average distance of a vertex \( v \) in \( D \) is defined as the arithmetic mean of the distances from \( v \) to all other vertic…
On Proximity and other Distance Parameters in Planar Graphs
Peter Dankelmann, Sonwabile Mafunda, Sufiyan Mallu
Let be a connected graph. The average distance of a vertex of is the arithmetic mean of the distances from to all other vertices of . The proximity and remotenes…
Proximity and Radius in Outerplanar Graphs with Bounded Faces
Peter Dankelmann, Sonwabile Mafunda, Sufiyan Mallu
Let be a finite, connected graph and a vertex of . The average distance and the eccentricity of in are defined as the arithmetic mean and the maximum, respective…
Remoteness of graphs with given size and connectivity constraints
Peter Dankelmann, Sonwabile Mafunda, Sufiyan Mallu
Let be a finite, simple connected graph. The average distance of a vertex of is the arithmetic mean of the distances from to all other vertices of . The remotene…
Proximity, remoteness and maximum degree in graphs
Peter Dankelmann, Sonwabile Mafunda, Sufiyan Mallu
The average distance of a vertex of a connected graph is the arithmetic mean of the distances from to all other vertices of . The proximity and the remoteness…