2005
DOI: 10.1016/j.comnet.2004.09.005
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Distributed routing algorithms for multi-hop ad hoc networks using d-hop connected d-dominating sets

Abstract: This paper describes a distributed algorithm (generalized d-CDS) for producing a variety of d-dominating sets of nodes that can be used to form the backbone of an ad hoc wireless network. In special cases (ordinary d-CDS), these sets are also d-hop connected and has a desirable "shortest path property". Routing via the backbone created is also discussed. The algorithm has a "constant-time" complexity in the limited sense that it is unaffected by expanding the size of the network as long as the maximal node deg… Show more

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Cited by 42 publications
(44 citation statements)
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“…The probabilistic bound on the number of forward nodes in DSP does not apply to DSP-SP. On the other hand, the transmission cost of DSP-SP is comparable to the omnidirectional self-pruning [31], which is significantly lower than similar schemes using omnidirectional antennas [23], [32]. higher id than v. Therefore, v must forward in the direction of d, and d will receive the packet in the (i þ 1)th round.…”
Section: Dsp With Shortest Pathsmentioning
confidence: 99%
“…The probabilistic bound on the number of forward nodes in DSP does not apply to DSP-SP. On the other hand, the transmission cost of DSP-SP is comparable to the omnidirectional self-pruning [31], which is significantly lower than similar schemes using omnidirectional antennas [23], [32]. higher id than v. Therefore, v must forward in the direction of d, and d will receive the packet in the (i þ 1)th round.…”
Section: Dsp With Shortest Pathsmentioning
confidence: 99%
“…Several researchers have used minimum connected dominating sets to do routing in ad hoc wireless networks (Alzoubi et al 2002;Chen and Liestman 2002;Rieck et al 2002;Wu and Dai 2003;Wu 2002). The dominating set induces a virtual connected backbone.…”
mentioning
confidence: 99%
“…Most of them, except for Rieck's algorithm [13] and SBA [10], were shown to be special cases of the coverage condition [21] and are briefly discussed here for the sake of completeness. All seven protocols are simulated and compared with blind flooding and a new protocol derived from the generic scheme in the next section.…”
Section: Existing Self-pruning Protocolsmentioning
confidence: 99%
“…Span cannot ensure a CDS since two coordinators may simultaneously change back to noncoordinators and the remaining coordinators may not form a CDS. Rieck's algorithm (static): Rieck et al [13] recently proposed a CDS algorithm that can be viewed as a special case of the enhanced Span. In Rieck's algorithm, a node v is in the CDS if it has two neighbors that are not directly connected or indirectly connected via one intermediate node with higher priority than v. Unlike Span, the case that two neighbors are indirectly connected via two intermediate nodes with higher priorities is not considered.…”
Section: Existing Self-pruning Protocolsmentioning
confidence: 99%
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