Research Article
EtHgSC: Eigen Trick-Based Hypergraph Stable Clustering Algorithm in VANET
Algorithm 1
Cluster formation using Eigen-trick method.
| Input: maximum vehicles: , vehicle’s location: | (1) | Choose the time period during which there is the largest number of vehicles | (2) | A hypergraph formation | (3) | The similarity matrix is calculated based on the distance proximity between the vehicles , and also, an incidence matrix is generated, its size of | (4) | A diagonal matrix for vehicles , and for edges | (5) | Find the hyperedge Laplacian | (6) | The dominant eigenvector of is calculated | (7) | Computed the from the hyperedge eigenvectors | (8) | Normalize each row of | (9) | Run k-means on the rows of | (10) | is obtained through k-means partition | (11) | Compute the Calinski–Harabasz index for each cluster | (12) | is the optimal number of clusters | | Output: , partitioning vehicles in clusters |
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