I like to approach research by addressing application-oriented problems involving domain experts from different disciplines via developing models and algorithms derived from statistical physics principles.
From September 2024 I am Associate Professor at TU Delft, part of the NAS group, in Delft, Netherlands.
Between July 2018 and August 2024 I was an Independent Research Group Leader at Cyber Valley, Max Planck Institute for Intelligent Systems in Tübingen, Germany.
I obtained a degree in Physics at University of Padova and a PhD in Statistical Physics at Universitè Paris Sud 11 in 2015, advised by Silvio Franz and Satya Majumdar with a
Marie Curie ITN fellowship .
After that, I was a Program Postdoc at the Santa Fe Institute working with Cris Moore and then at the Columbia Data Science Institute working with David Blei.
PhD in Statistical Physics, 2015
Universitè Paris Sud 11
MSc in Theoretical Physics, 2012
Università di Padova
BSc in Physics, 2010
Università di Padova
This is part of NExTWORKx, a strategic partnership between the Telecom and ICT service provider KPN and Delft University of Technology.
Deadline for application is December 1st 2024.
Do you have any interesting work addressing any aspect of statistical inference and machine learning for complex network data and models? Then please submit your article here.
Deadline for submissions is May 31st 2025 (flexible).
I study large interacting systems following two main research directions to tackle the problem under different angles.
Complex interacting systems are often represented by large datasets containing a considerable amount of information. The question is how to capture the relevant macroscopic behavior by retaining only a small amount of information. This can be formalized as an inference problem where we want to extract a set of model parameters capable of describing the observed system and making future predictions.
In particular, I am interested in analyzing systems where elements interact in multiple ways, as in multilayer networks, and systems displaying hidden hierarchies that might play a role in determining the interaction patterns that we observe.
Optimizing traffic on a network is a relevant problem in situations where traffic congestion has a big impact on transmission performance. This can be formalized as a computationally-hard constrained optimization problem where interactions are non-local and a global optimization is required.
I investigate this problem by adopting approaches that combine insights from statistical physics and a methodologies developed in optimal transport theory.