Skip to yearly menu bar Skip to main content


Invited 6
in
Workshop: Optimal Transport and Machine Learning

Geometrical Insights for Unsupervised Learning

Leon Bottou

[ ]
2017 Invited 6

Abstract:

After arguing that choosing the right probability distance is critical for achieving the elusive goals of unsupervised learning, we compare the geometric properties of the two currently most promising distances: (1) the earth-mover distance, and (2) the energy distance, also known as maximum mean discrepancy. These insights allow us to give a fresh viewpoint on reported experimental results and to risk a couple predictions. Joint work with Leon Bottou, Martin Arjovsky, David Lopez-Paz, and Maxime Oquab.

Live content is unavailable. Log in and register to view live content