The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems formed by a set of n anonymous nodes interacting via a communication network. We consider this dynamics in the parallel PULL communication model on the complete graph for the binary case, i.e., when every node can either support one of two possible colors or stay in the undecided state. Previous work in this setting only considers initial color configurations with no undecided nodes and a large bias (i.e., Theta(n)) towards the majority color. A interesting open question here is whether this dynamics reaches consensus quickly, i.e. within a polylogarithmic number of rounds. In this paper we present an unconditional analysis of the Undecided-...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
We analyze the binary-state (either ? or ?) k-majority dynamics in a biased communication model wher...
We study Plurality Consensus in the Model over a network of n anonymous agents. Each agent supports ...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
We analyze the binary-state (either ? or ?) k-majority dynamics in a biased communication model wher...
We study Plurality Consensus in the Model over a network of n anonymous agents. Each agent supports ...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol that achieves Consensus in distributed systems...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
The Undecided-State Dynamics is a well-known protocol for distributed consensus. We analyze it in th...
We analyze the binary-state (either ? or ?) k-majority dynamics in a biased communication model wher...
We study Plurality Consensus in the Model over a network of n anonymous agents. Each agent supports ...