Signed graph can be used as a graph theoretic tool to study transportation problem. A transportation problem can be efficiently modeled as a graph where the nodes represent the destinations and the edges represent the relationship among them. With the help of signed graph the relationship between various destinations in a transportation network can be represented. The simplest approach to study such a group of destinations is to draw a graph in which the destinations are the nodes (or vertices) and there is an edge joining each pair of destinations who are related in some way. It can also be checked whether the graph is stable or unstable with the use of signed graph and balance theory
In this paper, the mathematical problem of automation of encoding a communication/transportation net...
Cartwright and Harary considered graphs in which vertices represent persons and the edges represent ...
A graph whose edges are labeled either as positive or negative is called a signed graph. In this art...
We develop a natural correspondence between marked graphs and balanced signed graphs, and exploit it...
Abstract. Signed graphs are graphs with signed edges. They are commonly used to represent positive a...
The structure of transportation networks has been the subject of analysis for many years, due to the...
A graph Sp,q,n refers to a signed graph with p nodes and q edges with n being the number of negative...
Graph theory is an important area in mathematics. A network is a graph-based representation which re...
This final year project explores the usage of Graph Analytics for Tasks Management. In the area of g...
Dedicated to a great man, Dr. B. Devadas Acharya (1947–2013) Abstract. A signed graph is a graph who...
Abstract. A signed graph is a graph in which every edge is designated to be either positive or negat...
In this work, graph theory and balance theory are utilized to denote and manage an organization. Wit...
We present measures, models and link prediction algorithms based on the structural balance in signed...
The field of mathematics plays very important role in different fields. One of the important areas i...
In mathematics, graph theory is the study of graphs, which are mathematical structures used to model...
In this paper, the mathematical problem of automation of encoding a communication/transportation net...
Cartwright and Harary considered graphs in which vertices represent persons and the edges represent ...
A graph whose edges are labeled either as positive or negative is called a signed graph. In this art...
We develop a natural correspondence between marked graphs and balanced signed graphs, and exploit it...
Abstract. Signed graphs are graphs with signed edges. They are commonly used to represent positive a...
The structure of transportation networks has been the subject of analysis for many years, due to the...
A graph Sp,q,n refers to a signed graph with p nodes and q edges with n being the number of negative...
Graph theory is an important area in mathematics. A network is a graph-based representation which re...
This final year project explores the usage of Graph Analytics for Tasks Management. In the area of g...
Dedicated to a great man, Dr. B. Devadas Acharya (1947–2013) Abstract. A signed graph is a graph who...
Abstract. A signed graph is a graph in which every edge is designated to be either positive or negat...
In this work, graph theory and balance theory are utilized to denote and manage an organization. Wit...
We present measures, models and link prediction algorithms based on the structural balance in signed...
The field of mathematics plays very important role in different fields. One of the important areas i...
In mathematics, graph theory is the study of graphs, which are mathematical structures used to model...
In this paper, the mathematical problem of automation of encoding a communication/transportation net...
Cartwright and Harary considered graphs in which vertices represent persons and the edges represent ...
A graph whose edges are labeled either as positive or negative is called a signed graph. In this art...