On a zero duality gap result in extended monotropic programming
Radu Ioan Bot, Erno Robert Csetnek
TL;DR
This paper corrects and improves a previous zero duality gap result in extended monotropic programming, clarifying theoretical conditions for duality in optimization problems.
Contribution
It provides a corrected and enhanced proof of zero duality gap conditions in extended monotropic programming, addressing prior inaccuracies.
Findings
Established a corrected zero duality gap condition
Refined theoretical understanding of duality in monotropic programming
Improved the mathematical framework for extended monotropic problems
Abstract
In this note we correct and improve a zero duality gap result in extended monotropic programming given by Bertsekas in [1].
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Taxonomy
TopicsOptimization and Variational Analysis · Advanced Optimization Algorithms Research · Optimization and Mathematical Programming