Titlebook: Rendezvous in Distributed Systems; Theory, Algorithms a Zhaoquan Gu,Yuexuan Wang,Francis C.M. Lau Book 2017 Springer Nature Singapore Pte L

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Oblivious Blind Rendezvous for Anonymous Usersee that there are 4 different rendezvous settings when . is fixed as symmetric, . is fixed as anonymous, and . is fixed as oblivious. Different from Chaps. . and ., we assume the users have no distinct identifiers to break symmetry in distributed computing. This anonymous setting makes the oblivious

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Book 2017important functions in distributed systems and networks. The book covers rendezvous theories, distributed rendezvous algorithms, and rendezvous applications in practical systems, presents state-of-the-art rendezvous results and highlights the latest methods of rendezvous in distributed systems. It p

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Oblivious Blind Rendezvous for Multi-user Multihop CRNon . to mean .). Any two users in the system are connected within . hops, which implies the network diameter is .. In Sect. ., we describe the algorithm for multiple users in a multi-hop system, and the correctness is presented in Sect. .. We summarize the chapter in Sect. ..

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