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• W798600844 abstract "We study the convergence of consensus algorithms in wireless sensor networks with random topologies where the instantaneous links exist with a given probability and are allowed to be spatially correlated. Aiming at minimizing the convergence time of the algorithm, we adopt an optimization criterion based on the spectral radius of a positive semidefinite matrix for which we derive closed-form expressions. The general formulations allow the computation of the optimum parameters ensuring almost sure convergence to a consensus under these topology conditions. We show that the expressions derived for consensus algorithms can be particularized for gossip algorithms, particularly for the broadcast gossip algorithm and for the pair-wise gossip algorithm." @default.
• W798600844 created "2016-06-24" @default.
• W798600844 creator A5027069699 @default.
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• W798600844 date "2011-01-01" @default.
• W798600844 modified "2023-09-24" @default.
• W798600844 title "When gossip meets consensus : convergence in correlated random WSNs" @default.
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