2022 15th International Conference on Security of Information and Networks (SIN) 2022
DOI: 10.1109/sin56466.2022.9970553
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A Betweenness Centrality Based Clustering in VANETs

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Cited by 2 publications
(2 citation statements)
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“…In weighted hypergraph MoDyC Relative position, moving direction, and link lifetime NS2, SUMO [19] KMFW Average distance NS2 [13] VMaSC Average speed NS3, SUMO [14] VMaSC-LTE Average speed NS3, SUMO [15] Arkian et al [15] Speed, neighbor OMNET++, SUMO [16] PMC Speed, neighbors, link lifetime, and position NS2, vanetMobiSim [22] PPC Travel time, ID, and relative velocity NS2 [23] HCAR Lowest ID NS2, VANET MobiSim [6] CVoEG Link lifetime, position, and relative speed MATLAB, SUMO, MOVE [18] FCMS Relative speed, degree, security, and trustworthiness - [24] JCV Movement at the junction, relative position, time, and degree of a node SUMO, CVANETSIM, JAVA [7] Khan et al [7] Link connectivity MATLAB, SUMO, MOVE [20] KMRP Velocity, free bufer size, and node degree NS2 [10] HGCM Relative speed, neighboring, trust score MATLAB, SUMO [21] BCBC Betweenness centrality method MATLAB, SUMO…”
Section: Cluster Formation As a Hypergraphmentioning
confidence: 99%
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“…In weighted hypergraph MoDyC Relative position, moving direction, and link lifetime NS2, SUMO [19] KMFW Average distance NS2 [13] VMaSC Average speed NS3, SUMO [14] VMaSC-LTE Average speed NS3, SUMO [15] Arkian et al [15] Speed, neighbor OMNET++, SUMO [16] PMC Speed, neighbors, link lifetime, and position NS2, vanetMobiSim [22] PPC Travel time, ID, and relative velocity NS2 [23] HCAR Lowest ID NS2, VANET MobiSim [6] CVoEG Link lifetime, position, and relative speed MATLAB, SUMO, MOVE [18] FCMS Relative speed, degree, security, and trustworthiness - [24] JCV Movement at the junction, relative position, time, and degree of a node SUMO, CVANETSIM, JAVA [7] Khan et al [7] Link connectivity MATLAB, SUMO, MOVE [20] KMRP Velocity, free bufer size, and node degree NS2 [10] HGCM Relative speed, neighboring, trust score MATLAB, SUMO [21] BCBC Betweenness centrality method MATLAB, SUMO…”
Section: Cluster Formation As a Hypergraphmentioning
confidence: 99%
“…Journal of Electrical and Computer Engineering Some methods employed a K-mean approach and combined it with other algorithms to build stable clusters, such as K-mean and Floyd-Warshall algorithms (KMFW) in [19], the K-means clustering method, a new routing protocol (KMRP) in [20], and a betweenness centrality based clustering (BCBC) in [21]. Te K-mean method is one of the simplest partitioned clustering methods.…”
mentioning
confidence: 99%