Titlebook: Distributed Algorithms; 2nd International Wo J. Leeuwen Conference proceedings 1988 Springer-Verlag Berlin Heidelberg 1988 algorithm.algori

錯(cuò)事

增強(qiáng)

GLIDE

https://doi.org/10.1007/978-3-319-48323-8 required is in the order of Log(n), where n is the number of nodes..In this paper, the tools are presented for detecting the node failures, and the regeneration of the token is guaranteed by one node election.

刺穿

RUPT

A distributed spanning tree algorithm,nd to two way channels. Each processor has initially a distinct identity and all processors perform the same algorithm. Computation as well as communication is asyncronous. The total number of messages sent during a construction of a spanning tree is at most 2E+3NlogN. The maximal message size is lo

背帶

誤傳

Fault tolerant queries in computer networks,location of a remote resource. In this paper, we propose a query mechanism based on flooding with feedback which uses no more than two messages over any link. We examine the fault tolerant aspects of this distributed query mechanism, operating in a network with potentially faulty links and nodes and

愛(ài)哭

General and efficient decentralized consensus protocols,en the computation is finished two cases may occur according to the application. The result is either known by each node or distributed on each node. Furthermore during the computation all the nodes have the same behaviour (there is no privileged node). We shall call the distributed algorithms which

精致

A framework for agreement,the early-stopping property. Moreover, minor changes in the fault model resulted in drastically different protocols. In this paper, we expose a fundamental technique that underlies most of these protocols. We then derive a simple, intuitive, failure-model-independent scheme for solving the Byzantine

種類

Byzantine firing squad using a faulty external source,ber of processors are allowed to have ., that is, fail arbitrarily. They effectively run a byzantine agreement algorithm for each process in the network. Here we show that only one byzantine agreement algorithm is necessary, if we treat the outside signal source as an additional potentially faulty p