Frederic Alberti
Postdoctoral Researcher
Johannes Gutenberg University Mainz
Postdoctoral Researcher
Johannes Gutenberg University Mainz
Currently, I am working on a model for the genealogies in a diploid population model with fixed pedigrees. Another focus of my studies is on the Brownian Net and its role as a universal scaling limit of genealogies in spatially structured population models under selection. More broadly, I am interested in dynamic aspects of random graphs and networks, in particular their scaling limits and condensation phenomena.
Education
2017 - 2021 Doctorate in mathematics, Bielefeld University.
Thesis: "Dynamic and probabilistic aspects of recombination"
Supervisor: Ellen Baake
2015 - 2017 Master's degree in mathematics, University of Bayreuth.
Thesis: "Cauchy operators in view of Riemann-Hilbert problems"
Supervisor: Thomas Kriecherbauer
2012 - 2015 Bachelor's degree in mathematics, University of Bayreuth.
Thesis: "Der Cauchyoperator für reguläre geschlossene Jordankurven"
Supervisor: Thomas Kriecherbauer
Professional Career
Since 2023 Research assistant (Walter-Benjamin Fellow) at Johannes Gutenberg University Mainz
2021 - 2023 Research associate at Bielefeld University (Faculty of Technology)
2017 - 2021 Research associate at Bielefeld University (Faculty of Mathematics)
2016 - 2017 Student assistant at University of Bayreuth
(Faculty of Mathematics, chair for nonlinear analysis and mathematical physics)
2014 - 2016 Student assistant at University of Bayreuth (Faculty of Mathematics, chair for probability)