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1706.00292
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Learning Generative Models with Sinkhorn Divergences
1 June 2017
Aude Genevay
Gabriel Peyré
Marco Cuturi
OT
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Papers citing
"Learning Generative Models with Sinkhorn Divergences"
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Title
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Scalable Computations of Wasserstein Barycenter via Input Convex Neural Networks
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Faster Wasserstein Distance Estimation with the Sinkhorn Divergence
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Projection Robust Wasserstein Distance and Riemannian Optimization
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Linear Time Sinkhorn Divergences using Positive Features
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Debiased Sinkhorn barycenters
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Entropic Optimal Transport between Unbalanced Gaussian Measures has a Closed Form
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Double Generative Adversarial Networks for Conditional Independence Testing
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Image Generation Via Minimizing Fréchet Distance in Discriminator Feature Space
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Statistical and Topological Properties of Sliced Probability Divergences
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Soheil Kolouri
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Online Sinkhorn: Optimal Transport distances from sample streams
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39
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Joint Wasserstein Distribution Matching
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Langyuan Mo
Qing Du
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28
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Alternating the Population and Control Neural Networks to Solve High-Dimensional Stochastic Mean-Field Games
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Samy Wu Fung
Wuchen Li
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Quentin Berthet
Francis R. Bach
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Regularized Optimal Transport is Ground Cost Adversarial
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Missing Data Imputation using Optimal Transport
Boris Muzellec
Julie Josse
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Super-efficiency of automatic differentiation for functions defined as a minimum
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Gabriel Peyré
Thomas Moreau
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Statistical Optimal Transport posed as Learning Kernel Embedding
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Pratik Jawanpuria
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42
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Geometric Dataset Distances via Optimal Transport
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Nicolò Fusi
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Jian Huang
Yuling Jiao
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Zhe Gan
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Schrödinger Bridge Samplers
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J. Heng
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Algorithm Unrolling: Interpretable, Efficient Deep Learning for Signal and Image Processing
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Yonina C. Eldar
130
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Thomas Möllenhoff
Zorah Lähner
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Ground Metric Learning on Graphs
Matthieu Heitz
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D. Coeurjolly
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Gabriel Peyré
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68
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Youssef Mroueh
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86
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Justin Solomon
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41
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Langyuan Mo
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77
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0
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Sinkhorn Divergences for Unbalanced Optimal Transport
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97
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0
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