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A wide variety of systems of interconnected components are called networks. Specific examples include:

In mathematics, a network is usually called a graph. To put it another way, network theory is the applied mathematics counterpart of graph theory. General-purpose mathematical models of network structures and associated algorithms have been developed in graph theory. Computer network routing is a direct application of graph theory to the real world.

Networks can be characterized in a number of different ways. For example, many networks are observed to be scale-free networks, in which a few network nodes act as "very connected" hubs.



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