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An O(n2) Self-Stabilizing Algorithm for Minimal Total Dominating Set in Arbitrary Graphs.

, , and . WI/IAT, page 49-54. IEEE, (2020)

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Self-Stabilizing Topology Computation (Identification) of Cactus Graphs Using Master Slave Token Circulation., , and . WI, page 308-311. ACM, (2019)Self-Stabilizing Master-Slave Token Circulation in Unoriented Cactus Graphs., , and . WI, page 41-48. IEEE Computer Society, (2018)Self-Stabilizing Computation of Perfect Neighborhood Set in Large Network Graphs., , and . WI, page 435-438. IEEE Computer Society, (2016)Self-Stabilizing Algorithm for Minimal Dominating Set with Safe Convergence in an Arbitrary Graph., , and . Parallel Process. Lett., 25 (4): 1550011:1-1550011:14 (2015)Churn Tolerance Algorithm for State Machine Replication., , and . IAT, page 356-360. IEEE Computer Society, (2012)978-1-4673-6057-9.Port Container Throughput Prediction Based on Variational AutoEncoder., , , , , , and . DASFAA (2), volume 13246 of Lecture Notes in Computer Science, page 590-605. Springer, (2022)Fault-Tolerant Distributed Publish/Subscribe Using Self-Stabilization., , and . PAAP, page 13-18. IEEE Computer Society, (2014)Self-Stabilizing Master-Slave Token Circulation Algorithm in an Undirected Ring of Arbitrary Size and Its Orientation., , and . IPDPS Workshops, page 659-666. IEEE, (2013)Self-stabilizing Minimal Global Offensive Alliance Algorithm with Safe Convergence in an Arbitrary Graph., , and . TAMC, volume 8402 of Lecture Notes in Computer Science, page 366-377. Springer, (2014)An O(n2) Self-Stabilizing Algorithm for Minimal Total Dominating Set in Arbitrary Graphs., , and . WI/IAT, page 49-54. IEEE, (2020)