2018
DOI: 10.1016/j.comnet.2018.05.002
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Adaptive jammer localization in wireless networks

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Cited by 21 publications
(7 citation statements)
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“…Several classes of jammers have been proposed in the scientific literature throughout the last years [87]. Jammers can be constant [88], random [89], deceptive [90], reactive [91], [92], spot [93], sweep [94] and barrage [95], to name a few. The effectiveness of a jammer strictly depends on the communication parameters [96] set by both the transmitter and the receiver [97].…”
Section: Anti-jamming Strategiesmentioning
confidence: 99%
“…Several classes of jammers have been proposed in the scientific literature throughout the last years [87]. Jammers can be constant [88], random [89], deceptive [90], reactive [91], [92], spot [93], sweep [94] and barrage [95], to name a few. The effectiveness of a jammer strictly depends on the communication parameters [96] set by both the transmitter and the receiver [97].…”
Section: Anti-jamming Strategiesmentioning
confidence: 99%
“…Further, authors in [27] leverages the Time-of-Arrival (ToA), Angle-of-Arrival (AoA), and the RSS to compute the distances (between the jammer and the node(s)) and retrieve the jammer position in a wireless cooperative network. Other solutions (for omnidirectional and directive jammer localization) such as Centroid Localisation (CL), Virtual Force Iteration Localization (VFIL) and Adaptive Jammer Localisation Algorithm (AJLA) can be used to locate the jammer position [28]. The CL is an algorithm that computes the geometric center of the jammer, by averaging the estimated distances between the jammed nodes and the jammer; the VFIL is an improvement of the CL algorithm that aims to estimate the transmission range of the jammer and finally provide the region where the jammer could be located; the AJLA is an optimized algorithm that adopts CL or VFIL if the detected antenna is omnidirectional, while it adopts the Improved Gravitational Search Algorithm (IGSA) when the detected antenna is directional.…”
Section: ) Jammer Localisationmentioning
confidence: 99%
“…In computational geometry, the centroid of a polygon can be obtained by calculating the average coordinate of the vertices. Suppose that the position vector of a polygon with N edges satisfies the following equation, that is, p i � (x i , y i ) T , then the coordinate (X est , Y est ) of its centroid [17,18] is expressed as shown below:…”
Section: Half-measure Weighted Centroid Localization Algorithmmentioning
confidence: 99%