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- 1-Wasserstein metric and generalizations
- 2-Wasserstein Metric and Ricci curvature
- 201A Distraction Recommendations
- 2 layer neural networks as Wasserstein gradient flows
- Absolutely Continuous Measures
- Algebra
- Approximation by Open/Compact Sets
- Article revision ideas
- Articles in need of revision
- Asymptotic equivalence of W 2 and H^-1
- Auction Algorithm
- Banach-Tarski Paradox
- Beppo-Levi Theorem
- Book/TV/Movie Recs
- Borel-Cantelli Lemma
- Borel sigma-algebra
- Cantor Function
- Cantor Set
- Caratheodory's Theorem
- Convergence in Measure
- Convergence of Measures and Metrizability
- Cute puppies
- Discrete Optimal Transport
- Distraction Recommendations
- Dominated Convergence Theorem
- Dual space of C 0(x) vs C b(x)
- Egerov's Theorem
- Egerov's Theorem/Bounded Convergence Theorem
- Entropic Regularization
- Fatou's Lemma
- Fenchel-Moreau Theorem
- Fenchel-Moreau and Convex Conjugate Functions
- Fenchel-Moreau and Primal/Dual Optimization Problems
- Fenchel-Rockafellar and Linear Programming
- Formal Riemannian Structure of the Wasserstein metric
- Geodesics and generalized geodesics
- Gradient flows in Hilbert spaces
- Inner measure
- Intersections of Open Sets and Unions of Closed Sets
- Isomorphism of Measure Spaces
- Isoperimetric inequality and OMT
- Kantorovich Dual Problem (for c(x,y) = d(x,y)^2 where d is a metric)
- Kantorovich Dual Problem (for general costs)
- Kantorovich Problem
- Key Topics from Undergraduate Analysis
- L1 Space
- L1 convergence
- Lebesgue-Stieljes Measures
- Littlewood's First Principle
- Lower semicontinuous functions
- Lusin's Theorem
- Machine Learning
- Main Page
- Martingale optimal transport and mathematical finance
- Measurable function
- Measure Theory Wiki
- Measures
- Modes of Convergence
- Monge Problem
- Monotone Convergence Theorem
- Multi-marginal optimal transport and density functional theory
- New MT Article Ideas
- New article ideas
- Optimal Transport Wiki
- Optimal Transport Wiki:Emailconfirmed
- Optimal Transport and Ricci curvature
- Optimal Transport and the Monge Ampère equation
- Optimal Transport in One Dimension
- Outer measure
- Pointwise a.e. Convergence
- Regularity of Optimal Transport Maps and the Monge-Ampére Equation
- Regularity of Optimal Transport Maps and the Monge-Ampére Equation on Riemannian Manifolds
- Regularity of optimal transport maps and the Monge-Ampére equation
- Semidiscrete Optimal Transport
- Shallow neural networks as Wasserstein gradient flows
- Sigma-algebra
- Simple Function
- Sinkhorn's Algorithm
- Sliced Wasserstein Distance
- The Moreau-Yosida Regularization
- The continuity equation
- The continuity equation and Benamour Brenier formula
- Vitali's Theorem and non-existence of a measure
- Wasserstein barycenters and applications in image processing
- Wasserstein metric