activity
20092026
most citedDegree and clustering coefficient in sparse random intersection graphs

82 citations · 146 across the 19 of their papers we have counts for

collaborators

26 papers

math.CO2026

On the strength of connectedness of unions of random graphs

Mindaugas Bloznelis

Let be independent identically distributed random subgraphs of the complete graph . We analyse the threshold behaviour of the strength of connectedness…

math.PR2025

k-connectivity threshold for superpositions of Bernoulli random graphs

Daumilas Ardickas, Mindaugas Bloznelis, Rimantas Vaicekauskas

Let be independent identically distributed Bernoulli random subgraphs of the complete graph having vertex sets of random sizes $X_1,\dots, X_m\in \{0,…

math.PR2024

Two models of sparse and clustered dynamic networks

Mindaugas Bloznelis, Dominykas Marma

We present two models of sparse dynamic networks that display transitivity - the tendency for vertices sharing a common neighbour to be neighbours of one another. Our first network…

math.PR2023

Connectivity threshold for superpositions of Bernoulli random graphs. II

Mindaugas Bloznelis, Dominykas Marma, Rimantas Vaicekauskas

Let be independent Bernoulli random subgraphs of the complete graph having variable sizes and densities $Q_1,\dots…

math.PR2023

Connectivity threshold for superpositions of Bernoulli random graphs

Daumilas Ardickas, Mindaugas Bloznelis

Let be independent Bernoulli random subgraphs of the complete graph having variable sizes and densities $q_1,\dots, q_m\in [0,…

math.PR2021★ 3 cited

Normal and stable approximation to subgraph counts in superpositions of Bernoulli random graphs

Mindaugas Bloznelis, Joona Karjalainen, Lasse Leskelä

The clustering property of complex networks indicates the abundance of small dense subgraphs in otherwise sparse networks. For a community-affiliation network defined by a superpos…