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Achieving robustness in classification using optimal transport with
  hinge regularization

Achieving robustness in classification using optimal transport with hinge regularization

11 June 2020
M. Serrurier
Franck Mamalet
Alberto González Sanz
Thibaut Boissin
Jean-Michel Loubes
E. del Barrio
    AAML
ArXivPDFHTML

Papers citing "Achieving robustness in classification using optimal transport with hinge regularization"

7 / 7 papers shown
Title
Fine-Tuning Adversarially-Robust Transformers for Single-Image Dehazing
Fine-Tuning Adversarially-Robust Transformers for Single-Image Dehazing
Vlad Vasilescu
Ana Neacsu
Daniela Faur
ViT
29
0
0
24 Apr 2025
Detecting Brittle Decisions for Free: Leveraging Margin Consistency in
  Deep Robust Classifiers
Detecting Brittle Decisions for Free: Leveraging Margin Consistency in Deep Robust Classifiers
Jonas Ngnawé
Sabyasachi Sahoo
Y. Pequignot
Frédéric Precioso
Christian Gagné
AAML
39
0
0
26 Jun 2024
1-Lipschitz Neural Distance Fields
1-Lipschitz Neural Distance Fields
Guillaume Coiffier
Louis Bethune
43
3
0
14 Jun 2024
Input Convex Lipschitz RNN: A Fast and Robust Approach for Engineering Tasks
Input Convex Lipschitz RNN: A Fast and Robust Approach for Engineering Tasks
Zihao Wang
Zhen Wu
20
3
0
15 Jan 2024
Weak Limits for Empirical Entropic Optimal Transport: Beyond Smooth
  Costs
Weak Limits for Empirical Entropic Optimal Transport: Beyond Smooth Costs
Alberto González Sanz
Shayan Hundrieser
OT
34
9
0
16 May 2023
CC-Cert: A Probabilistic Approach to Certify General Robustness of
  Neural Networks
CC-Cert: A Probabilistic Approach to Certify General Robustness of Neural Networks
Mikhail Aleksandrovich Pautov
Nurislam Tursynbek
Marina Munkhoeva
Nikita Muravev
Aleksandr Petiushko
Ivan V. Oseledets
AAML
44
15
0
22 Sep 2021
Existence, Stability and Scalability of Orthogonal Convolutional Neural
  Networks
Existence, Stability and Scalability of Orthogonal Convolutional Neural Networks
E. M. Achour
Franccois Malgouyres
Franck Mamalet
16
20
0
12 Aug 2021
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