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Estimation of Wasserstein distances in the Spiked Transport Model

Estimation of Wasserstein distances in the Spiked Transport Model

16 September 2019
Jonathan Niles-Weed
Philippe Rigollet
ArXivPDFHTML

Papers citing "Estimation of Wasserstein distances in the Spiked Transport Model"

17 / 17 papers shown
Title
Optimal Transport for Measures with Noisy Tree Metric
Optimal Transport for Measures with Noisy Tree Metric
Tam Le
Truyen V. Nguyen
Kenji Fukumizu
OT
30
4
0
20 Oct 2023
Statistically Optimal Generative Modeling with Maximum Deviation from
  the Empirical Distribution
Statistically Optimal Generative Modeling with Maximum Deviation from the Empirical Distribution
Elen Vardanyan
Sona Hunanyan
T. Galstyan
A. Minasyan
A. Dalalyan
26
2
0
31 Jul 2023
On Single Index Models beyond Gaussian Data
On Single Index Models beyond Gaussian Data
Joan Bruna
Loucas Pillaud-Vivien
Aaron Zweig
13
10
0
28 Jul 2023
Minimum intrinsic dimension scaling for entropic optimal transport
Minimum intrinsic dimension scaling for entropic optimal transport
Austin J. Stromme
18
10
0
06 Jun 2023
Robust Estimation under the Wasserstein Distance
Robust Estimation under the Wasserstein Distance
Sloan Nietert
Rachel Cummings
Ziv Goldfeld
28
4
0
02 Feb 2023
Optimal transport map estimation in general function spaces
Optimal transport map estimation in general function spaces
Vincent Divol
Jonathan Niles-Weed
Aram-Alexandre Pooladian
OT
22
22
0
07 Dec 2022
Representational dissimilarity metric spaces for stochastic neural
  networks
Representational dissimilarity metric spaces for stochastic neural networks
Lyndon Duong
Jingyang Zhou
Josue Nassar
Jules Berman
Jeroen Olieslagers
Alex H. Williams
14
19
0
21 Nov 2022
Statistical, Robustness, and Computational Guarantees for Sliced
  Wasserstein Distances
Statistical, Robustness, and Computational Guarantees for Sliced Wasserstein Distances
Sloan Nietert
Ritwik Sadhu
Ziv Goldfeld
Kengo Kato
30
37
0
17 Oct 2022
Using the Sinkhorn divergence in permutation tests for the multivariate
  two-sample problem
Using the Sinkhorn divergence in permutation tests for the multivariate two-sample problem
E. del Barrio
J. S. Osorio
A. Quiroz
9
0
0
28 Sep 2022
Limit Theorems for Entropic Optimal Transport Maps and the Sinkhorn
  Divergence
Limit Theorems for Entropic Optimal Transport Maps and the Sinkhorn Divergence
Ziv Goldfeld
Kengo Kato
Gabriel Rioux
Ritwik Sadhu
39
27
0
18 Jul 2022
Statistical inference with regularized optimal transport
Statistical inference with regularized optimal transport
Ziv Goldfeld
Kengo Kato
Gabriel Rioux
Ritwik Sadhu
OT
30
34
0
09 May 2022
Empirical Optimal Transport between Different Measures Adapts to Lower
  Complexity
Empirical Optimal Transport between Different Measures Adapts to Lower Complexity
Shayan Hundrieser
Thomas Staudt
Axel Munk
OT
15
22
0
21 Feb 2022
Lattice-Based Methods Surpass Sum-of-Squares in Clustering
Lattice-Based Methods Surpass Sum-of-Squares in Clustering
Ilias Zadik
M. Song
Alexander S. Wein
Joan Bruna
9
35
0
07 Dec 2021
Plugin Estimation of Smooth Optimal Transport Maps
Plugin Estimation of Smooth Optimal Transport Maps
Tudor Manole
Sivaraman Balakrishnan
Jonathan Niles-Weed
Larry A. Wasserman
OT
19
92
0
26 Jul 2021
A Riemannian Block Coordinate Descent Method for Computing the
  Projection Robust Wasserstein Distance
A Riemannian Block Coordinate Descent Method for Computing the Projection Robust Wasserstein Distance
Minhui Huang
Shiqian Ma
Lifeng Lai
16
41
0
09 Dec 2020
Computationally efficient sparse clustering
Computationally efficient sparse clustering
Matthias Löffler
Alexander S. Wein
Afonso S. Bandeira
25
14
0
21 May 2020
Adversarial examples from computational constraints
Adversarial examples from computational constraints
Sébastien Bubeck
Eric Price
Ilya P. Razenshteyn
AAML
62
230
0
25 May 2018
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