In this paper, the mathematical problem of automation of encoding a communication/transportation network is considered for enabling design of appropriate plans for ground-troopmovement on a complex terrain that motivated to discuss a general method of constructinginfinite families of graceful signed graphs from a given gracefully numbered signed graph. Thismethod gives graceful numberings for signed graphs on K2 + Ktc, t1, where Gc denotes thecomplement of the graph G
Graph labeling is one of the most popular research areas in graph theory. There is a vast amount of ...
Positive labelled edges play a vital role in network analysis.The degree of edges in signed graphs i...
Abstract: For modeling real-life situations where not only the intensity of the relation existing be...
In this paper, the mathematical problem of automation of encoding a communication/transportation net...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
summary:In our earlier paper [9], generalizing the well known notion of graceful graphs, a $(p,m,n)...
Signed graph can be used as a graph theoretic tool to study transportation problem. A transportation...
The concept of a graph labeling is an active area of research in graph theory which has rigorous app...
We develop a natural correspondence between marked graphs and balanced signed graphs, and exploit it...
summary:A $(p,q)$-sigraph $S$ is an ordered pair $(G,s)$ where $G = (V,E)$ is a $(p,q)$-graph and $s...
In 1967, Alexander Rosa introduced a new type of graph labeling called a graceful labeling. This p...
Graceful graphs were first studied by Rosa in 1966. The Kotzig-Ringel graceful tree conjecture state...
Radio labelling problem of graphs have their roots in communication problem known as \emph{Channel A...
Graph labeling is an assignment of integers to the vertices and/or edges of a graph, subject to cert...
Abstract. Signed graphs are graphs with signed edges. They are commonly used to represent positive a...
Graph labeling is one of the most popular research areas in graph theory. There is a vast amount of ...
Positive labelled edges play a vital role in network analysis.The degree of edges in signed graphs i...
Abstract: For modeling real-life situations where not only the intensity of the relation existing be...
In this paper, the mathematical problem of automation of encoding a communication/transportation net...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
summary:In our earlier paper [9], generalizing the well known notion of graceful graphs, a $(p,m,n)...
Signed graph can be used as a graph theoretic tool to study transportation problem. A transportation...
The concept of a graph labeling is an active area of research in graph theory which has rigorous app...
We develop a natural correspondence between marked graphs and balanced signed graphs, and exploit it...
summary:A $(p,q)$-sigraph $S$ is an ordered pair $(G,s)$ where $G = (V,E)$ is a $(p,q)$-graph and $s...
In 1967, Alexander Rosa introduced a new type of graph labeling called a graceful labeling. This p...
Graceful graphs were first studied by Rosa in 1966. The Kotzig-Ringel graceful tree conjecture state...
Radio labelling problem of graphs have their roots in communication problem known as \emph{Channel A...
Graph labeling is an assignment of integers to the vertices and/or edges of a graph, subject to cert...
Abstract. Signed graphs are graphs with signed edges. They are commonly used to represent positive a...
Graph labeling is one of the most popular research areas in graph theory. There is a vast amount of ...
Positive labelled edges play a vital role in network analysis.The degree of edges in signed graphs i...
Abstract: For modeling real-life situations where not only the intensity of the relation existing be...