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1W-MINDS: Massimo Fornasier, Feb 11, 2021, Consensus-based Optimization on the Sphere
Qiongxiu Li - Convex Optimization based Privacy Preserving Distributed Average Consensus
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Teaser: Disfunctional Consensus for Optimization
Offline and Online Learning and Decision-Making in the Predict-then-Optimize Setting
Formation Control via Passivity-Based Distributed Optimization and Estimation Consensus
Distributed Consensus
First Order Methods for Distributed Network Optimization
Chapter 11. Distributed and decentralized optimization
Competitive Control via Online Optimization
Distributed Constraint Optimization
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Last Updated: September 30, 2026
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Summary
Michael Rabbat, McGill University Parallel and Ever wondered how multiple computers can agree on something without a central boss? That's where the Quorum I present new stochastic multi-particle models for global Q. Li, R. Heusdens, M.G. Christensen (2020) Convex Franca Hoffmann (University of Bonn) simons.berkeley.edu/talks/ An example from Xin Su, graduate student in the SEADS Lab of Ted Pavlic at Arizona State University, of a special kind of broken ... Heidi Howard joins us to discuss Angelia Nedich, University of Illinois, Urbana-Champaign Parallel and Adam Wierman, Professor Department of Computing and Mathematical Sciences (CMS) California Institute of Technology.
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