Communication topology optimization for three-dimensional persistent formation with leader constraint

Optimization Letters(2018)

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摘要
We address the communication topology optimization problem for a three-dimensional persistent formation with leader constraint to minimize the formation communication cost while maintaining its shape. We first analyze the formation shape, network topology, communication topology, and leader constraint of a three-dimensional persistent formation to establish the optimization model of the problem. We then propose an exact algorithm, which includes three kernel sub-algorithms, to solve the model, and theoretically prove its validity. A numerical example is shown to demonstrate the effectiveness of the algorithm.
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关键词
Communication topology optimization, Three-dimensional persistent formation, Leader constraint, Three-dimensional optimally persistent graph, Formation communication cost
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