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Titlebook: Self-Stabilizing Systems; 5th International Wo Ajoy K. Datta,Ted Herman Conference proceedings 2001 Springer-Verlag Berlin Heidelberg 2001

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Stabilizing Causal Deterministic Merge,they receive them in the same order. Also, it guarantees that the order in which a subscriber receives messages is a linearization of the causal order among those messages. To develop our program, we expect two guarantees from the underlying system: the first guarantee deals with the difference betw
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On a Space-Optimal Distributed Traversal Algorithm,e is examined exactly once. We present a simple deterministic distributed algorithm for the Eulerian traversal problem that is space-optimal: each node has exactly d states, where d is the outgoing degree of the node, yet may require .(. .) message exchanges before it performs an Eulerian traversal,
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A Composite Stabilizing Data Structure,e is a pair (key,value), which allows items to be removed by either minimum value (via the heap) or by key (via the search tree) in logarithmic time. This is the first research to address the problem of constructing larger data structures from smaller ones that have desired availability and stabilization properties.
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Stabilization of Routing in Directed Networks,very reachable node in the network. In the second step, we enhance the network such that each node broadcasts its shortest distance to the destination. In the third step, we enhance the network further such that each node can determine its best neighbor for reaching the destination.
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On a Space-Optimal Distributed Traversal Algorithm,that a system eventually satisfies its specification, regardless of the initial configuration of the system. In the cutthrough routing scheme, a message must be forwarded by intermediate nodes before it has been received in its entirety. We propose a transformation of our algorithm by means of rando
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