3 citations · 5 across the 4 of their papers we have counts for
4 papers
Upper tail behavior of the number of triangles in random graphs with constant average degree
Shirshendu Ganguly, Ella Hiesmayr, Kyeongsik Nam
Let be the number of triangles in an Erdős-Rényi graph on vertices with edge density where is a fixed constant. It is well known that …
Some remarks on biased recursive trees
Ella Hiesmayr, Ümit Işlak
The purpose of this paper is to analyze certain statistics of a recently introduced non-uniform random tree model, biased recursive trees. This model is based on constructing a ran…
Asymptotic results on Hoppe trees and its variations
Ella Hiesmayr, Ümit Işlak
A uniform recursive tree on vertices is a random tree where each possible labeled recursive rooted tree is selected with equal probability. In this paper we introduce…
On asymptotics of two non-uniform recursive tree models
Ella Hiesmayr
In this thesis the properties of two kinds of non-uniform random recursive trees are studied. In the first model weights are assigned to each node, thus altering the attachment pro…