Given a connected graph G=(V, E), let d (x, y) represent the separation between x and y at its
vertices. If each vertex in a collection B is uniquely identified by its vector of distances to the …

Abstract Let F, G and H be given simple graphs. The notation F→(G, H) means that for any
red-blue coloring of all edges on F there is either a red copy of G or a blue copy of H as a …

Abstract Let G, H, and F be simple graphs. The notation F⟶(G, H) means that any red-blue
coloring of all edges of F contains a red copy of G or a blue copy of H. The graph F satisfying …

COMPUTING THE CONNECTED DOMINANT METRIC DIMENSION OF DIFFERENT GRAPHS
Page 1 Advances and Applications in Discrete Mathematics © 2024 Pushpa Publishing House …

For graphs F, G, and H, we write F→(G, H) if every red-blue coloring of the edges of F
produces a red copy of G or a blue copy of H. The graph F is said to be (G, H)-minimal if it is …

For given two graphs G and H, the notation F\rightarrow (G, H) means that any red-blue
coloring of all the edges of F contains a red copy of G as a subgraph or a blue copy of H as a …

For given two graphs G and H, the notation F?(G, H) means that any red-blue coloring of all
the edges of F contains a red copy of G as a subgraph or a blue copy of H as a subgraph. A …

Let 𝐆 and 𝐇 be two arbitrary graphs. The notation 𝐅→ 𝐆, 𝐇 means that any red-blue coloring
of every edge of graph 𝐅 always resulting a red subgraph containing 𝐆 or a blue subgraph …