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Quantitative Uniform Stability of the Iterative Proportional Fitting
  Procedure
v1v2 (latest)

Quantitative Uniform Stability of the Iterative Proportional Fitting Procedure

18 August 2021
George Deligiannidis
Valentin De Bortoli
Arnaud Doucet
ArXiv (abs)PDFHTMLGithub

Papers citing "Quantitative Uniform Stability of the Iterative Proportional Fitting Procedure"

11 / 11 papers shown
Hessian stability and convergence rates for entropic and Sinkhorn potentials via semiconcavity
Hessian stability and convergence rates for entropic and Sinkhorn potentials via semiconcavity
Giacomo Greco
Luca Tamanini
350
1
0
15 Apr 2025
On the contraction properties of Sinkhorn semigroups
On the contraction properties of Sinkhorn semigroups
O. Deniz Akyildiz
Pierre Del Moral
Joaquín Míguez
495
4
0
12 Mar 2025
A semiconcavity approach to stability of entropic plans and exponential convergence of Sinkhorn's algorithm
A semiconcavity approach to stability of entropic plans and exponential convergence of Sinkhorn's algorithm
Alberto Chiarini
Giovanni Conforti
Giacomo Greco
Luca Tamanini
497
6
0
12 Dec 2024
Soft-constrained Schrodinger Bridge: a Stochastic Control Approach
Soft-constrained Schrodinger Bridge: a Stochastic Control Approach
Jhanvi Garg
Xianyang Zhang
Quan Zhou
DiffMOT
381
10
0
04 Mar 2024
Optimal Transport on the Lie Group of Roto-translations
Optimal Transport on the Lie Group of Roto-translations
Daan Bon
Gautam Pai
Gijs Bellaard
Olga Mula
R. Duits
OT
459
2
0
23 Feb 2024
Reflected Schrödinger Bridge for Constrained Generative Modeling
Reflected Schrödinger Bridge for Constrained Generative Modeling
Wei Deng
Yu Chen
Nicole Tianjiao Yang
Hengrong Du
Qi Feng
Ricky T. Q. Chen
297
11
0
06 Jan 2024
Hilbert's projective metric for functions of bounded growth and exponential convergence of Sinkhorn's algorithm
Hilbert's projective metric for functions of bounded growth and exponential convergence of Sinkhorn's algorithmProbability theory and related fields (PTRF), 2023
Stephan Eckstein
578
15
0
07 Nov 2023
Wasserstein Mirror Gradient Flow as the limit of the Sinkhorn Algorithm
Wasserstein Mirror Gradient Flow as the limit of the Sinkhorn Algorithm
Nabarun Deb
Young-Heon Kim
Soumik Pal
Geoffrey Schiebinger
279
14
0
31 Jul 2023
Non-asymptotic convergence bounds for Sinkhorn iterates and their
  gradients: a coupling approach
Non-asymptotic convergence bounds for Sinkhorn iterates and their gradients: a coupling approachAnnual Conference Computational Learning Theory (COLT), 2023
Giacomo Greco
Maxence Noble
Giovanni Conforti
Alain Durmus
OT
227
10
0
13 Apr 2023
On the sample complexity of entropic optimal transport
On the sample complexity of entropic optimal transportAnnals of Statistics (Ann. Stat.), 2022
Philippe Rigollet
Austin J. Stromme
OT
365
49
0
27 Jun 2022
Rethinking Initialization of the Sinkhorn Algorithm
Rethinking Initialization of the Sinkhorn AlgorithmInternational Conference on Artificial Intelligence and Statistics (AISTATS), 2022
James Thornton
Marco Cuturi
OT
275
16
0
15 Jun 2022
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