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20192022
most citedTree-Wasserstein Barycenter for Large-Scale Multilevel Clustering and Scalable Bayes

4 citations · 10 across the 4 of their papers we have counts for

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5 papers · 1 filter

stat.ML20211 cited

Adversarial Regression with Doubly Non-negative Weighting Matrices

Tam Le, Truyen Nguyen, Makoto Yamada +2

Many machine learning tasks that involve predicting an output response can be solved by training a weighted regression model. Unfortunately, the predictive power of this type of mo…

stat.ML20212 cited

Entropy Partial Transport with Tree Metrics: Theory and Practice

Tam Le, Truyen Nguyen

Optimal transport (OT) theory provides powerful tools to compare probability measures. However, OT is limited to nonnegative measures having the same mass, and suffers serious draw…

stat.ML20194 cited

Tree-Wasserstein Barycenter for Large-Scale Multilevel Clustering and Scalable Bayes

Tam Le, Viet Huynh, Nhat Ho +2

We study in this paper a variant of Wasserstein barycenter problem, which we refer to as tree-Wasserstein barycenter, by leveraging a specific class of ground metrics, namely tree…

stat.ML2019

Flow-based Alignment Approaches for Probability Measures in Different Spaces

Tam Le, Nhat Ho, Makoto Yamada

Gromov-Wasserstein (GW) is a powerful tool to compare probability measures whose supports are in different metric spaces. GW suffers however from a computational drawback since it…

stat.ML2019

Tree-Sliced Variants of Wasserstein Distances

Tam Le, Makoto Yamada, Kenji Fukumizu +1

Optimal transport (\OT) theory defines a powerful set of tools to compare probability distributions. \OT~suffers however from a few drawbacks, computational and statistical, which…