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WDAG
2001
Springer
100views Algorithms» more  WDAG 2001»
15 years 2 months ago
A Space Optimal, Deterministic, Self-Stabilizing, Leader Election Algorithm for Unidirectional Rings
A new, self-stabilizing algorithm for electing a leader on a unidirectional ring of prime size is presented for the composite atomicity model with a centralized daemon. Its space c...
Faith E. Fich, Colette Johnen
82
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PODC
1999
ACM
15 years 2 months ago
Memory Space Requirements for Self-Stabilizing Leader Election Protocols
We study the memory requirements of self-stabilizing leader election (SSLE) protocols. We are mainly interested in two types of systems: anonymous systems and id-based systems. We...
Joffroy Beauquier, Maria Gradinariu, Colette Johne...
DC
2007
14 years 10 months ago
Randomized self-stabilizing and space optimal leader election under arbitrary scheduler on rings
We present a randomizedself-stabilizing leaderelection protocol and a randomizedself-stabilizing token circulation protocol under an arbitrary scheduler on anonymous and unidirect...
Joffroy Beauquier, Maria Gradinariu, Colette Johne...
70
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JUCS
2006
124views more  JUCS 2006»
14 years 10 months ago
Variations on Itai-Rodeh Leader Election for Anonymous Rings and their Analysis in PRISM
Abstract: We present two probabilistic leader election algorithms for anonymous unidirectional rings with FIFO channels, based on an algorithm from Itai and Rodeh [Itai and Rodeh 1...
Wan Fokkink, Jun Pang
SOFSEM
1997
Springer
15 years 2 months ago
Time Optimal Self-Stabilizing Algorithms
: In this paper we rst present a general lower bound on the stabilization time which holds for a number of graph theoretic problems, including leader election, spanning tree constr...
Rastislav Kralovic