Duality gap
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- Min Common/Max Crossing Duality: a Geometric View of Conjugacy
- Lecture 16: October 18 16.1 Review on Duality
- The Approximate Duality Gap Technique: a Unified Theory of First-Order Methods∗
- Duality Theory of Constrained Optimization
- Refined Shapley-Folkman Lemma and Its Application in Duality Gap
- Canonical Duality Theory: Connections Between Nonconvex Mechanics and Global Optimization
- Generalized Convex Alternative Theorems and Cone Constrained Optimization
- Applications of Convex Analysis Within Mathematics
- Lecture 8 : Lagrangian Duality Theory
- 11. Dualization
- Duality and Convex Programming
- Bounding Duality Gap for Separable Problems with Linear Constraints
- Closing the Duality Gap in Linear Vector Optimization ∗
- Convex Analysis Master “Mathematics for Data Science and Big Data”
- Convex Optimization and Lagrange Duality
- Optimization of Convex Functions with Fenchel Biconjugation and Duality
- Mind the Duality Gap: Logarithmic Regret Algorithms for Online Optimization
- Duality in Machine Learning