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A Framework of Cycle-Based Clustering on the Crossed Cube Architecture.

, , , , , and . IMIS, page 430-434. IEEE Computer Society, (2016)

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On the spanning w-wide diameter of the star graph., , , and . Networks, 48 (4): 235-249 (2006)On the maximum number of fault-free mutually independent Hamiltonian cycles in the faulty hypercube., , and . J. Comb. Optim., 27 (2): 328-344 (2014)Support path with time constraint in wireless sensor networks., , , and . APNOMS, page 1-4. IEEE, (2016)The Diagnosability of g-good-neighbor Conditional-Faulty Hypercube under PMC Model., , , , and . PDPTA, page 494-499. CSREA Press, (2010)Pancyclicity, Panconnectivity, and Panpositionability for General Graphs and Bipartite Graphs., , , and . Ars Comb., (2012)Modified Cat Swarm Optimization Algorithm for Feature Selection of Support Vector Machines., , , and . FCC, volume 301 of Lecture Notes in Electrical Engineering, page 329-336. Springer, (2014)Communication Performance Evaluation of the Locally Twisted Cube., , , and . Int. J. Found. Comput. Sci., 31 (2): 233-252 (2020)Effect of Packet Loss and Delay on V2X Data Fusion., , , and . APNOMS, page 302-305. IEEE, (2020)Conditional-Fault Diagnosability of Multiprocessor Systems with an Efficient Local Diagnosis Algorithm under the PMC Model., , and . IEEE Trans. Parallel Distributed Syst., 22 (10): 1669-1680 (2011)On the Existence of Disjoint Spanning Paths in Faulty Hypercubes., , , , and . J. Interconnect. Networks, 11 (1-2): 71-96 (2010)