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On computing the 2-diameter -constrained K -reliability of networks.

, , , , and . Int. Trans. Oper. Res., 20 (1): 49-58 (2013)

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A Hybrid GRASP/VND Heuristic for the Design of Highly Reliable Networks., , , , and . HM, volume 11299 of Lecture Notes in Computer Science, page 78-92. Springer, (2019)On the Complexity of the Classification of Synchronizing Graphs., , and . FGIT-GDC/CA, volume 121 of Communications in Computer and Information Science, page 186-195. Springer, (2010)Global properties of Kuramoto bidirectionally coupled oscillators in a ring structure., and . CCA/ISIC, page 183-188. IEEE, (2009)On computing the 2-diameter -constrained K -reliability of networks., , , , and . Int. Trans. Oper. Res., 20 (1): 49-58 (2013)Design of Most-Reliable Cubic Networks by Augmentations., , , , and . DRCN, page 1-6. IEEE, (2020)Factorization and exact evaluation of the source-terminal diameter-constrained reliability., , and . Networks, 70 (4): 283-291 (2017)Diameter-Constrained Reliability: Complexity, Factorization and Exact computation in Weak Graphs., , , and . LANC, page 12:1-12:7. ACM, (2014)Global Synchronization Properties for Different Classes of Underlying Interconnection Graphs for Kuramoto Coupled Oscillators., , and . FGIT, volume 5899 of Lecture Notes in Computer Science, page 104-111. Springer, (2009)Gluing Kuramoto coupled oscillators networks., and . CDC, page 4596-4601. IEEE, (2007)Full complexity analysis of the diameter-constrained reliability., , , , and . Int. Trans. Oper. Res., 22 (5): 811-821 (2015)