Online distributed optimization via dual averaging

By Saghar Hosseini, Airlie Chapman, Mehran Mesbahi. 2013

150 citations recorded by the source corpus.

This paper presents a regret analysis on a distributed online optimization problem computed over a network of agents. The goal is to distributively optimize a global objective function which can be decomposed into the summation of convex cost functions associated with each agent. Since the agents face uncertainties in the environment, their cost functions change at each time step. We extend a distributed algorithm based on dual subgradient averaging to the online setting. The proposed algorithm yields an upper bound on regret as a function of the underlying network topology, specifically its connectivity. The regret of an algorithm is the difference between the cost of the sequence of decisions generated by the algorithm and the performance of the best fixed decision in hindsight. A model for distributed sensor estimation is proposed and the corresponding simulation results are presented.

Subfields: Computer Networks and Communications, Management Science and Operations Research

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In Computer Networks and Communications

  1. Ji Liu
  2. Shahin Shahrampour
  3. Tamás Linder
  4. Mohammad Akbari
  5. Peilin Zhao
  6. Wenwu Zhu
  7. Ali Jadbabaie
  8. Kunlun He

In Management Science and Operations Research

  1. Ji Liu
  2. T. Zhang
  3. Peilin Zhao
  4. Shahin Shahrampour
  5. Tamás Linder
  6. Mohammad Akbari
  7. Wenwu Zhu
  8. Ali Jadbabaie

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