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SNEkhorn: Dimension Reduction with Symmetric Entropic Affinities

SNEkhorn: Dimension Reduction with Symmetric Entropic Affinities

23 May 2023
Hugues van Assel
Titouan Vayer
Rémi Flamary
Nicolas Courty
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Papers citing "SNEkhorn: Dimension Reduction with Symmetric Entropic Affinities"

3 / 3 papers shown
Title
Neuc-MDS: Non-Euclidean Multidimensional Scaling Through Bilinear Forms
Chengyuan Deng
Jie Gao
Kevin Lu
Feng Luo
Hongbin Sun
Cheng Xin
42
1
0
31 Dec 2024
Distributional Reduction: Unifying Dimensionality Reduction and
  Clustering with Gromov-Wasserstein
Distributional Reduction: Unifying Dimensionality Reduction and Clustering with Gromov-Wasserstein
Hugues van Assel
Cédric Vincent-Cuaz
Nicolas Courty
Rémi Flamary
Pascal Frossard
Titouan Vayer
33
4
0
03 Feb 2024
Optimal Transport with Adaptive Regularisation
Optimal Transport with Adaptive Regularisation
Hugues van Assel
Titouan Vayer
Rémi Flamary
Nicolas Courty
OT
27
2
0
04 Oct 2023
1