Efficient routeing in Poisson small-world networks

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چکیده

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Efficient Routeing in Poisson Small-world Networks

In a recent paper, Kleinberg (2000) considered a small-world network model consisting of a d-dimensional lattice augmented with shortcuts. The probability of a shortcut being present between two points decays as a power, r−α , of the distance, r , between them. Kleinberg showed that greedy routeing is efficient if α = d and that there is no efficient decentralised routeing algorithm if α = d. T...

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Efficient routing in Poisson small-world networks

In recent work, Jon Kleinberg considered a small-world network model consisting of a d-dimensional lattice augmented with shortcuts. The probability of a shortcut being present between two points decays as a power, r−α, of the distance r between them. Kleinberg showed that greedy routing is efficient if α = d and that there is no efficient decentralised routing algorithm if α 6= d. The results ...

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ژورنال

عنوان ژورنال: Journal of Applied Probability

سال: 2006

ISSN: 0021-9002,1475-6072

DOI: 10.1017/s0021900200002023