Adaptive Bregman Alternating Projections for Feasible Gromov-Wasserstein Learning 5YRJ4HGY4N
| URI | m2://res/5YRJ4HGY4N |
|---|---|
| Kind | preprint |
| Creators | Aoran Zhang, César A. Uribe |
| Date | 2026-10-03 |
| Subjects | arxiv cs.LG, arxiv cs.CG, arxiv math.OC |
| Scope | border |
Expressions
e1: version, preprint
| Date | 2026-10-03 |
|---|---|
| Ids | arXiv 2610.04264 |
Items in this resource
The mentions of the inventory that name this resource. Each name links to the card of its inventory row.
| Item | Kind | Where | Source |
|---|---|---|---|
| 16TB57PYC4 | statement | corollary 1 | arxiv |
| 69D3WZFMCC | statement | proposition 3 | arxiv |
| Linear regularity of the marginal sets | statement | lemma 12 | arxiv |
| 712NFVE4QG | statement | lemma 8 | arxiv |
| AQY286ZRWG | statement | lemma 11 | arxiv |
| BP88QC9G5N | statement | proposition 4 | arxiv |
| Exact Row/Column Projection Identities | statement | lemma 10 | arxiv |
| DZAKAH7SZN | statement | lemma 2 | arxiv |
| Feasibility and residual guarantees | statement | theorem 1 | arxiv |
| F35WQ3G1H2 | statement | proposition 6 | arxiv |
| GVVSJ7PJG8 | statement | lemma 7 | arxiv |
| H52D6Q4T2Y | statement | lemma 6 | arxiv |
| JDZBVR0B9R | statement | proposition 5 | arxiv |
| Stationary accumulation point | statement | theorem 2 | arxiv |
| Birkhoff contraction theorem | statement | theorem 3 | arxiv |
| Projective contraction of exact Sinkhorn | statement | lemma 4 | arxiv |
| P6HGH0F52G | statement | lemma 9 | arxiv |
| PED3XGS99F | statement | lemma 1 | arxiv |
| Projective diameter | definition | definition 2 | arxiv |
| Hilbert's projective metric | definition | definition 1 | arxiv |
| Impossibility of a Universal Power Lower Bound | statement | proposition 2 | arxiv |
| WDHNWD4076 | statement | lemma 3 | arxiv |
| YV0CZ1R5KZ | statement | lemma 5 | arxiv |
| A posteriori sufficient condition | statement | proposition 1 | arxiv |
Catalogue records
- arxiv: 2610.04264 (work)