Core Concepts
The author presents the MaxCUCL algorithm to achieve max-consensus deterministically in networks with unreliable communication links, enabling nodes to identify convergence and transition to subsequent tasks.
Abstract
The MaxCUCL algorithm ensures deterministic convergence to the maximum state in networks with unreliable links. It utilizes narrowband feedback channels and terminates when nodes reach consensus. The algorithm's effectiveness is demonstrated through an application in sensor networks for environmental monitoring. Key points include distributed control, consensus problem importance, related work overview, system model for packet dropping links and feedback channels, node operation details, problem formulation notation, communication network description, main results analysis, convergence proof, application scenario explanation, and future research directions.
Stats
"Each edge of the digraph was generated with probability 0.2."
"Packet drop probability for each link (vj, vi) ∈ E is set to qji = 0.9."
"Nodes aim to calculate the average observed temperature in a finite time frame."
Quotes
"The operation of MaxCUCL relies on the deployment of narrowband error-free feedback channels."
"Nodes engage in reaching agreement through local communication."