| Zitatschlüssel |
JRSS-SSLDGC-09 |
| Autor |
Jacob, Riko and Ritscher, Stephan and Scheideler, Christian and Schmid, Stefan |
| Jahr |
2009 |
| Monat |
September |
| Notiz |
TechReport No. TR-TI-09-307 |
| Institution |
Universität Paderborn |
| Zusammenfassung |
This paper studies the construction of self-stabilizing topologies for distributed systems. While recent research has focused on chain topologies where nodes need to be linearized with respect to their identifiers, we go a step further and explore a natural 2-dimensional generalization. In particular, we present a local self-stabilizing algorithm that constructs a Delaunay graph from any initial connected topology and in a distributed manner. This algorithm terminates in time O(n_3) in the worst-case. We believe that such self-stabilizing Delaunay networks have interesting applications and give insights into the necessary geometric reasoning that is required for higher-dimensional linearization problems. |
| Typ der Publikation |
Technical Report |
