[[abstract]]A self-stabilizing protocol for token circulation in a connected, uniform network of nodes with prime size is proposed. A network of nodes is said to be uniform if all nodes are logically equivalent and identically programmed. The protocol has the ability to handle any arbitrary initial state in which more than one token or no token at all exist in the network and makes the network eventually have one and only one token fairly circulating among the nodes of the network. The protocol is deterministic, its self-stabilization property is proven under the assumption of a serial and fair scheduler.[[fileno]]2030249010026[[department]]資訊工程學
[[abstract]]A self-stabilizing protocol is proposed in this paper for maintaining distinct and order...
Self-stabilizing and silent distributed algorithms for token distribution in rooted tree networks ar...
) Shlomi Dolev Abstract A randomized uniform self-stabilizing protocol that provides each (anonym...
[[abstract]]This paper proposes a self-stabilizing protocol which circulates a token on a connected ...
International audienceThis work focuses on self-stabilizing algorithms for mutual exclusion and lead...
The notion of self-stabilization was introduced by Dijkstra. He defined a system as self-stabilizing...
: We present a deterministic distributed depth-first token passing protocol on a rooted network. Thi...
Abstract: We present a deterministic distributed depth- rst token passing protocol on a rooted netwo...
Self-stabilization in a model of anonymous, asynchronous interacting agents deployed in a network o...
We present a self-stabilizing token circulation protocol on unidirectional anonymous rings. This pro...
Self-Stabilization was first introduced by Dijkstra in [Dij74]. In this pioneering paper, Dijkstra d...
We present a self-stabilizing token circulation protocol on unidirectional anonymous rings. The ring...
[[abstract]]Consider a connected graph with nodes (or processes) and edges (or communication links)....
The self-stabilizing distributed depth-ørst token circulation algorithms have many applications in d...
Self-stabilization was first introduced by Dijkstra. A self-stabilizing system, regardless of the in...
[[abstract]]A self-stabilizing protocol is proposed in this paper for maintaining distinct and order...
Self-stabilizing and silent distributed algorithms for token distribution in rooted tree networks ar...
) Shlomi Dolev Abstract A randomized uniform self-stabilizing protocol that provides each (anonym...
[[abstract]]This paper proposes a self-stabilizing protocol which circulates a token on a connected ...
International audienceThis work focuses on self-stabilizing algorithms for mutual exclusion and lead...
The notion of self-stabilization was introduced by Dijkstra. He defined a system as self-stabilizing...
: We present a deterministic distributed depth-first token passing protocol on a rooted network. Thi...
Abstract: We present a deterministic distributed depth- rst token passing protocol on a rooted netwo...
Self-stabilization in a model of anonymous, asynchronous interacting agents deployed in a network o...
We present a self-stabilizing token circulation protocol on unidirectional anonymous rings. This pro...
Self-Stabilization was first introduced by Dijkstra in [Dij74]. In this pioneering paper, Dijkstra d...
We present a self-stabilizing token circulation protocol on unidirectional anonymous rings. The ring...
[[abstract]]Consider a connected graph with nodes (or processes) and edges (or communication links)....
The self-stabilizing distributed depth-ørst token circulation algorithms have many applications in d...
Self-stabilization was first introduced by Dijkstra. A self-stabilizing system, regardless of the in...
[[abstract]]A self-stabilizing protocol is proposed in this paper for maintaining distinct and order...
Self-stabilizing and silent distributed algorithms for token distribution in rooted tree networks ar...
) Shlomi Dolev Abstract A randomized uniform self-stabilizing protocol that provides each (anonym...