Matteo Biagetti

Matteo Biagetti

Researcher

AREA Science Park

About me

I am a research scientist. I have dedicated most of my academic career to the field of cosmology, which investigates the origin, evolution and ultimate fate of the Universe as a whole on its largest scales. Recently, I have been interested in innovative data-oriented techniques for analysing high-dimensional datasets, including cosmological ones. I have studied methods from topological data analysis, specifically persistent homology, and applied them to cosmological datasets.

I am currently employed as a Data Scientist at the Laboratory of Data Engineering (LADE) at the Institute of Research and Technological Innovation, AREA Science Park in Trieste, Italy.

Interests
  • Topological Data Analysis
  • Machine Learning
  • Cosmology
Education
  • PhD in Theoretical Physics, 2016

    University of Geneva

  • MSc in Theoretical Physics, 2011

    University of Padova

  • BSc in Physics, 2009

    University of Padova

Experience

 
 
 
 
 
Data Scientist
AREA Science Park
June 2023 – Present Trieste - Italy
 
 
 
 
 
Postdoctoral fellow
International School for Advanced Studies - SISSA
September 2020 – June 2023 Trieste - Italy
 
 
 
 
 
Postdoctoral fellow
University of Amsterdam
October 2016 – August 2020 Amsterdam - The Netherlands

Projects

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EOS
Eos is known as the goddess of dawn in Greek mythology. The Eos Dataset is a set of numerical Nbody simulations of the Universe, investigating the cosmological evolution of primordial interactions taking place at the origin of the Universe.
EOS
FAIR-by-design
A project for the FAIRification and the implementation of FAIR-by-design workflows in all experiments lead and co-lead by the Institute of Research and Innovation Technology at AREA Science Park.
FAIR-by-design
PHOCUS
PHOCUS: Persistent Homology Of Cosmic strUctreS is an ambitious project comprising of senior and junior researchers as well as PhD candidates and master students to apply techniques drawn from topological data analysis, specifically persistent homology, to cosmological datasets.
PHOCUS

Recent & Upcoming Talks

Persistent Homology of Cosmic Structures
Cosmologists search for answers about essential properties of the Universe on large scales, to understand its origin, evolution, and fate. In the current cosmological paradigm, the Λ Cold Dark Matter model, these properties are described by a small set of parameters determining the initial conditions for the formation of structures, the expansion rate, and the amount of matter, and radiation in the Universe. In this talk, we leverage novel developments in computational topology to build higher-order, interpretable and expressive summary statistics of galaxy redshift surveys to provide unprecedented constraints to these properties. Galaxy surveys observe angular positions and redshifts across large cosmological volumes, allowing us to trace the evolution of structures as a function of time. Standard methods exploit the measurement of the correlation of galaxy pairs as a function of distance, as theoretical and numerical predictions for this observable exist and are reliable on large scales. As experiments will observe galaxy maps over wider and wider ranges of scales and redshifts and with better and better signal-to-noise ratios, these predictions will not improve as fast. We propose to explore novel summary statistics that are better suited for the dataset we have. Persistent homology is a method for computing topological features of a map at different spatial resolutions. It is built on a mathematically well-defined framework that is optimal for extracting information from high-dimensional, incomplete, and noisy datasets, such as galaxy maps. The program establishes an analysis pipeline for current and future surveys and a framework for likelihood analysis and the production of fast simulations for results validation. The final goal is to address fundamental questions in cosmology, such as the origin of structures, the amplitude of matter fluctuations, the expansion history of the universe, and the detection of the sum of neutrino masses.
Persistent Homology of Cosmic Structures

Contact