Cyclic Projections in Hadamard Spaces
Abstract:
We show that cyclic products of projections onto convex subsets of Hadamard spaces can behave in a more complicated way than in Hilbert spaces, resolving a problem formulated by Miroslav Bačák. Namely, we construct an example of convex subsets in a Hadamard space such that the corresponding cyclic product of projections is not asymptotically regular.
| Zugehörige Institution(en) am KIT | Institut für Algebra und Geometrie (IAG) |
| Publikationstyp | Forschungsbericht/Preprint |
| Publikationsdatum | 18.04.2022 |
| Sprache | Englisch |
| Identifikator | KITopen-ID: 1000148468 |
| Umfang | 6 S. |
| Nachgewiesen in | arXiv Dimensions |
| Relationen in KITopen |