Assistant Professor
Pim van der Hoorn
Department / Institute
Mathematics and Computer Science
Group

My work focuses on developing mathematical foundations of network science, using probability theory, statistics, random graphs and graph limits. The two main pillars of my research are the design of mathematical frameworks for statistical analysis of networks and understanding emerging geometry in networks.
Recent Publications
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Parameterless detection of liquid–liquid interfaces with sub-micron resolution in single-molecule localization microscopy
Journal of Colloid and Interface Science (2022) -
Local limits of spatial inhomogeneous random graphs
arXiv.org, e-Print Archive, Mathematics (2021) -
Ollivier-Ricci curvature convergence in random geometric graphs
Physical Review Research (2021) -
Clustering in a hyperbolic model of complex networks
Electronic Journal of Probability (2021) -
Limit theorems for assortativity and clustering in null models for scale-free networks
Advances in Applied Probability (2020)
Ancillary Activities
No ancillary activities