This paper presents instructional software for analysing complex networks and visualising algorithms using spectral graph theory. The system was written in the Java programming language and can run as a standalone Java application or a Java applet. A genuine system, such as a web or social network, or an Internet infrastructure network, is often referred to as a network. The mathematical representation of the network is a graph. To comprehend a system, one must first comprehend the graph that represents the system's network. The spectral graph theory explores the relationship between graphs and eigenvalues and eigenvectors. Specific topological aspects of a graph are used to characterise connectivity and have a significant impact on dynamic processes in complex networks. The technology allows for the design of a variety of laboratory tasks that allow students to visually track the processes that occur in complicated networks.
Author(S) Details
Nenad Jovanovic
Faculty of Technical Sciences, University of Pristina, Postal Addresses: Kneza Milosa 7, 38220, Kosovska Mitrovica, Serbia.
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