3 citations · 4 across the 3 of their papers we have counts for
3 papers
math.CO2022★ 1 cited
Distance-transitive digraphs: descendant-homogeneity, property and reachability
Daniela A. Amato
We investigate the class of infinite distance-transitive digraphs of finite out-valency. We show that if is a weakly descendant-homogeneous in such a class then either (1)…
math.CO2014★ 3 cited
Infinite primitive and distance transitive directed graphs of finite out-valency
Daniela Amato, David M. Evans
We give certain properties which are satisfied by the descendant set of a vertex in an infinite, primitive, distance transitive digraph of finite out-valency and provide a strong s…
math.CO2011
Classification of some countable descendant-homogeneous digraphs
Daniela Amato, David M. Evans, John K. Truss
For finite q, we classify the countable, descendant-homogeneous digraphs in which the descendant set of any vertex is a q-valent tree. We also give conditions on a rooted digraph G…