[HTML][HTML] Structural analysis of octagonal nanotubes via double edge-resolving partitions
In materials science, the open nanotube derived from an octagonal grid is one of the most
important and extensively researched compounds. Finding strategies for representing a …
important and extensively researched compounds. Finding strategies for representing a …
[PDF][PDF] Computing Connected Resolvability of Graphs Using Binary Enhanced Harris Hawks Optimization.
B Mohamed, L Mohaisen, M Amin - Intelligent Automation & Soft …, 2023 - researchgate.net
In this paper, we consider the NP-hard problem of finding the minimum connected resolving
set of graphs. A vertex set B of a connected graph G resolves G if every vertex of G is …
set of graphs. A vertex set B of a connected graph G resolves G if every vertex of G is …
Novel resolvability parameter of some well-known graphs and exchange properties with applications
The resolvability parameter is an essential component, especially in the context of network
research, due to its theoretical and practical significance. Its importance is evident in several …
research, due to its theoretical and practical significance. Its importance is evident in several …
Fault-tolerance and unique identification of vertices and edges in a graph: The fault-tolerant mixed metric dimension
The practical and theoretical significance of graph-theoretic resolvability/locating parameters
make them important tools, particularly in the context of network analysis. Their significance …
make them important tools, particularly in the context of network analysis. Their significance …
[HTML][HTML] Topological properties of reverse-degree-based indices for sodalite materials network
Natural zeolites are frequently referred to as macromolecular sieves. Because of relatively
inexpensive cost of installation, zeolites networks are highly trendy chemical networks …
inexpensive cost of installation, zeolites networks are highly trendy chemical networks …
Topological descriptors for the metal organic network and its structural properties
Metal organic structures and networks are extensively studied in modern chemistry. These
networks are extremely adaptable and useful in a variety of fields. Metal organic networks …
networks are extremely adaptable and useful in a variety of fields. Metal organic networks …
[PDF][PDF] Resolving set and exchange property in nanotube
Give us a linked graph, G=(V, E). A vertex w∈ V distinguishes between two components
(vertices and edges) x, y∈ E∪ V if dG (w, x) dG (w, y). Let W1 and W2 be two resolving sets …
(vertices and edges) x, y∈ E∪ V if dG (w, x) dG (w, y). Let W1 and W2 be two resolving sets …
Study of some graph theoretical parameters for the structures of anticancer drugs
Eigenvalues have great importance in the field of mathematics, and their relevance extends
beyond this area to include several other disciplines such as economics, chemistry, and …
beyond this area to include several other disciplines such as economics, chemistry, and …
Computing the partition dimension of certain families of Toeplitz graph
Let G=(V (G), E (G)) be a graph with no loops, numerous edges, and only one component,
which is made up of the vertex set V (G) and the edge set E (G). The distance d (u, v) …
which is made up of the vertex set V (G) and the edge set E (G). The distance d (u, v) …
[Retracted] On Adjacency Metric Dimension of Some Families of Graph
ANA Koam, A Ahmad, M Azeem… - Journal of Function …, 2022 - Wiley Online Library
Metric dimension of a graph is a well‐studied concept. Recently, adjacency metric
dimension of graph has been introduced. A set Qa⊂ V (G) is considered to be an adjacency …
dimension of graph has been introduced. A set Qa⊂ V (G) is considered to be an adjacency …