most citedHamilton Cycles in the Semi-random Graph Process

3 citations · 3 across the 1 of their papers we have counts for

collaborators

6 papers

math.CO20203 cited

Hamilton Cycles in the Semi-random Graph Process

Pu Gao, Bogumil Kaminski, Calum MacRury +1

The semi-random graph process is a single player game in which the player is initially presented an empty graph on vertices. In each round, a vertex is presented to the pla…

cs.SI2020

On Broadcasting Time in the Model of Travelling Agents

Reaz Huq, Bogumil Kaminski, Atefeh Mashatan +2

Consider the following broadcasting process run on a connected graph . Suppose that agents start on vertices selected from uniformly and independently at ran…

cs.SI2019

An Unsupervised Framework for Comparing Graph Embeddings

Bogumil Kaminski, Pawel Pralat, Francois Theberge

Graph embedding is a transformation of vertices of a graph into set of vectors. Good embeddings should capture the graph topology, vertex-to-vertex relationship, and other relevant…

math.CO2018

Clustering via Hypergraph Modularity

Bogumil Kaminski, Valerie Poulin, Pawel Pralat +2

Despite the fact that many important problems (including clustering) can be described using hypergraphs, theoretical foundations as well as practical algorithms using hypergraphs a…

math.CO2018

Subtrees of a random tree

Bogumil Kaminski, Pawel Pralat

Let be a random tree taken uniformly at random from the family of labelled trees on vertices. In this note, we provide bounds for , the number of sub-trees of tha…

cs.SI2018

Clustering Properties of Spatial Preferential Attachment Model

Lenar Iskhakov, Bogumil Kaminski, Maksim Mironov +2

In this paper, we study the clustering properties of the Spatial Preferential Attachment (SPA) model introduced by Aiello et al. in 2009. This model naturally combines geometry and…