May 6, 2016 · This paper presents a distributed algorithm, called \STT, for electing deterministically a leader in an arbitrary network, assuming processors ...

Sep 27, 2018 · Our algorithm requires only O ( D + log ⁡ n ) bit rounds and works in arbitrary synchronous networks. We show that this is optimal by combining ...

It elects a leader in $$O(D +\log n)$$O(D+logn) rounds, where D is the diameter of the network, with messages of size O(1). Thus it has a bit round complexity ...

This paper presents a distributed algorithm, called \STT, for electing deterministically a leader in an arbitrary network, assuming processors have unique ...

Deterministic Leader Election Takes Θ(D + log n) Bit Rounds. January 2018. Authors: Arnaud Casteigts at University of Geneva · Arnaud Casteigts · University of ...

→ ST T takes it down to O(D + log n) bit rounds. A. Casteigts, Y. Métivier ... ST T runs in Θ(D + logn) bit rounds. 1. Spreading phase in O(D + log n).

This paper presents a distributed algorithm, called STT, that substantially improves upon the best known algorithm whose bit round complexity is O(Dlogn), ...

Nov 21, 2024 · It elects a leader in O ( D + log ⁡ n ) O(D +\log n) rounds, where D is the diameter of the network, with messages of size O(1). Thus it has a ...

Jul 9, 2020 · We consider leader election in anonymous radio networks modeled as simple undirected connected graphs. Nodes communicate in synchronous rounds.

Feb 21, 2017 · Hence, the bit round complexity of the election problem is in fact Θ(D + |id|). Table 1.1 summarises these elements. Outline: After general ...