R. Campoy García, S. B. Lindstrom, C. López Pastor

In this talk, we introduce a family of multiblock Alternating Direction Method of Multipliers (ADMM)-type algorithms derived from graph splitting techniques. Building on recent graph-based extensions of the Douglas–Rachford algorithm to multiple operators, we use duality theory to obtain a broad class of ADMM-type methods that includes the classical two-operator scheme as a special case. We establish convergence results for the proposed algorithms and show how several existing methods can be recovered within this unified framework.

Keywords: Alternating Direction Method of Multipliers, Splitting algorithms, Duality theory, Graphs

Scheduled

GT Optimización Continua II
September 2, 2026  3:30 PM
Aula 30


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