2018-12-01
Random systems in ultrametric spaces
Publication
Publication
Advances in Applied Probability
,
Volume 50
-
Issue A
p. 83-
97
We discuss percolation and random walks in a class of homogeneous ultrametric spaces together with similarities and differences in ultrametric and Euclidean spaces. We briefly outline the role of these models in the study of interacting systems. Several open problems are presented.
| Additional Metadata | |
|---|---|
| Keywords | hierarchical lattice, interacting system, branching, percolation, random graph, random walk, Ultrametric space |
| Persistent URL | dx.doi.org/10.1017/apr.2018.72 |
| Journal | Advances in Applied Probability |
| Citation |
Dawson, D.A, & Gorostiza, L.G. (L. G.). (2018). Random systems in ultrametric spaces. Advances in Applied Probability, 50(A), 83–97. doi:10.1017/apr.2018.72
|