2014
DOI: 10.1109/tac.2013.2286893
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Time Synchronization in WSNs: A Maximum-Value-Based Consensus Approach

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Cited by 266 publications
(83 citation statements)
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“…In [19], WSN time synchronization follows two strategies: (i) maximum time synchronization (MTS) to simultaneously synchronize the skew and offset of each node when the communication delay is negligible and (ii) a weighted maximum time synchronization (WMTS) when the communication delay between the nodes is random. In contrast to our work, in which we synchronize a virtual clock, these authors attempt to synchronize the clock skew, in order to obtain acceptable synchronization accuracies.…”
Section: Synchronization Protocols For Wsnmentioning
confidence: 99%
See 1 more Smart Citation
“…In [19], WSN time synchronization follows two strategies: (i) maximum time synchronization (MTS) to simultaneously synchronize the skew and offset of each node when the communication delay is negligible and (ii) a weighted maximum time synchronization (WMTS) when the communication delay between the nodes is random. In contrast to our work, in which we synchronize a virtual clock, these authors attempt to synchronize the clock skew, in order to obtain acceptable synchronization accuracies.…”
Section: Synchronization Protocols For Wsnmentioning
confidence: 99%
“…The main idea of MTS and WMTS is to drive all clocks to the maximum value among the network. In [19], random communication delays with normal distribution are considered, while we validated our solutions against Gaussian and exponentially distributed delays. This solution can be classified as distributed and asynchronous algorithm, whereas ours can be classified as centralized and asynchronous.…”
Section: Synchronization Protocols For Wsnmentioning
confidence: 99%
“…By replacing the series of constraints with one constraint,the problem (10) is simplified with consensus-based technique. Apart from the well-known average consensus theory, [17] proposed the maximum(minimum) consensus theory with lower complexity and faster convergence in network. Combining the average-based consensus scheme proposed in [6], the convergence is expedited by replacing the constraints mentioned before with the Euclidian distance between local estimates and weighted sum of estimates from neighbours in graph G. The jth user solves the local regularization as follows:…”
Section: A Consensus Based Channel Estimation Using Csmentioning
confidence: 99%
“…When all sensors agree on the value of a variable of interest, they are said to have reached consensus. The average consensus has been proven to be an effective tool for performing network-wide distributed computation task ranging from synchronisation and robot rendezvous [51,52] to machine learning and target tracking [53][54][55].…”
Section: Introduction To Average Consensusmentioning
confidence: 99%