Barycentric Weak Inner-Product Gromov-Wasserstein
This story is from 2026-08-27. It is preserved in the archive; the latest stories are on the live feed.
arXiv:2608.25145v1 Announce Type: cross Abstract: Gromov-Wasserstein (GW) compares distributions through relations within each space. This pointwise comparison can be too sensitive in one-to-many settings, where several target outcomes refine one source state and their mean carries the geometry of…
Read the full story at arXiv stat.ML ↗
Timeline · 1 report
- 2026-08-27 04:00 · arXiv stat.ML
Barycentric Weak Inner-Product Gromov-Wasserstein