Properties of the solutions to the problem of dynamic routing in Networks (Q1569313)

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scientific article; zbMATH DE number 1467852
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Properties of the solutions to the problem of dynamic routing in Networks
scientific article; zbMATH DE number 1467852

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    Properties of the solutions to the problem of dynamic routing in Networks (English)
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    2 July 2000
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    The properties of optimal solutions to the game problem of routing messages in a datagram network are investigated. A class of graphs of data networks is described in which the optimal solution (the Nash equilibrium) implies that messages are transmitted over the shortest routes for all pairs of network users. The results obtained can serve as a basis for constructing stable routing algorithms.
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    network
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    game
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    optimal solution
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    graph
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    routing message
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    algorithm
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