DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Wasserstein metric
Wasserstein metric
Wasserstein Distance W2, Or to the Kantorovich-Wasserstein Distance W1, with Explicit Constants of Equivalence
Free Complete Wasserstein Algebras
Statistical Aspects of Wasserstein Distances
Optimal Transportation: Duality Theory
Data Assimilation in Optimal Transport Framework
Pdfs) Is Discussed
Constrained Steepest Descent in the 2-Wasserstein Metric
Computational Optimal Transport
Some Geometric Calculations on Wasserstein Space
Maximum Mean Discrepancy Gradient Flow
Arxiv:1505.04954V2 [Math.PR]
1.2 Optimal Transport and Wasserstein Metric
Paulo Najberg Orenstein Optimal Transport and the Wasserstein Metric
Distances Between Probability Distributions of Different Dimensions
The Wasserstein Transform
The Entropy-Regularized Wasserstein Distance As a Metric for Machine Learning Based Post-Processing of Structural MR Images of the Brain
Dissertation Vietoris–Rips Metric Thickenings And
[1] the Wasserstein Metric Wp (With P ≥ 1) Is Defined for Probability Measures on a Radon Space
Top View
[Math.PR] 3 Sep 2002 Metric N N a Rce Oakqaiaieqetosaottena the About Questions Qualitative Ask to Convergence
Empirical Optimal Transport on Countable Metric Spaces: Distributional Limits and Statistical Applications
Optimal Transport on Discrete Domains Notes for AMS Short Course on Discrete Differential Geometry
The 2-Wasserstein Metric for Gaussian Processes
The Quadratic Wasserstein Metric for Inverse Data Matching
Velocity Inversion Using the Quadratic Wasserstein Metric
Probability Distances
Algorithms for Optimal Transport and Wasserstein Distances
Arxiv:1907.00257V2
On Choosing and Bounding Probability Metrics 11
Euclidean, Metric, and Wasserstein Gradient Flows: an Overview Filippo Santambrogio
A Wasserstein-Type Distance in the Space of Gaussian Mixture Models Pdfauthor=J. Delon and A. Desolneux
On the Kantorovich–Rubinstein Theorem
A Generalized Residual Technique For
Understanding the Topology and the Geometry of the Persistence Diagram Space Via Optimal Partial Transport Vincent Divol, Théo Lacombe
How Well Do Wgans Estimate the Wasserstein Metric? Arxiv
An Introduction to the Mass Transportation Theory and Its Applications
Metrics on Spaces of Measures
On the Rate of Convergence in Wasserstein Distance of the Empirical Measure Nicolas Fournier, Arnaud Guillin
The Application of an Optimal Transport to a Preconditioned Data Matching Function for Robust Waveform Inversion
Radon Measures Solving the Cauchy Problem of the Nonlinear Transport Equation Contents
Application of Optimal Transport and the Quadratic Wasserstein Metric to Full-Waveform Inversion
Mapper Comparison with Wasserstein Metrics
Estimation of Wasserstein Distances in the Spiked Transport Model
The Exponential Formula for the Wasserstein Metric
Matrix-Valued Optimal Mass Transportation and Its Applications
Stochastic Wasserstein Barycenters
Free Complete Wasserstein Algebras
Efficient Algorithms Computing Distances Between Radon Measures on R
The Gromov–Wasserstein Distance: a Brief Overview
Measuring Disagreement in Probabilistic and Density Forecasts
Conclusions and Open Problems Conclusions and Open Problems 905
Optimal Mass Transport
Data-Driven Distributionally Robust Optimization for Power System Operations
Wasserstein Distance on Finite Spaces: Statistical Inference and Algorithms
On Radon Measure