Jaime Paradela
Paradela joined the ERC HamInstab reseacrh team from September 2019 to August 2023 to begin his PhD studies under the supervision of Marcel Guardia and Tere M-Seara in the Dynamical Systems group of the Department of Mathematics of Universitat Politècnica de Catalunya.
His main research interests are geometric methods in the theory of dynamical systems, in particular KAM theory and Arnold diffusion in Hamiltonian Systems.
Mar Giralt
Mar Giralt joined the ERC HamInstab research team from September 2018 to November 2022; her PhD studies being under the supervision of Marcel Guardia and Immaculada Baldomà in the Dynamical Systems group of the Department of Mathematics of Universitat Politècnica de Catalunya.
She previously collaborated with the UPC department by doing her master’s thesis under the supervision of Tere M-Seara and Marcel Guardia on the study of chaotic dynamics in a celestial mechanics model.
She defended her thesis in 25/11/2022. Currently she a postdoc researcher at Università degli Studi di Milano.
Her studies are focused on the exponentially small splitting of separatrices phenomenon in Celestial Mechanics.
Stefano Pasquali
Stefano Pasquali joined the ERC HamInstab research team from December 2018 to December 2019 through a BGSMath Junior PostDoctoral position, funded by the Centre de Recerca Matemàtica and Maria de Maeztu Unit of Excellence Award (2015-2019).
He holds a PhD in Mathematical Sciences from Università degli Studi di Milano (Milan, Italy). As a postdoc researcher he had previously been involved in Prof. Michela Procesi’s ERC “Hamiltonian PDE’s and small divisors problems: a dynamical systems approach” at the Università degli studi di Roma Tre (Roma, Italy).
His main research interests are Hamiltonian Partial Differential Equations, Birkhoff normal form methods and FPU lattices.
Filippo Giuliani
Filippo Giuliani joined the ERC HamInstab research team from October 2018 to December 2021 collaborating with the Department of Mathematics of the Universitat Politècnica de Catalunya and its group of Dynamic Systems by carrying out studies in the fields of dynamical systems – including Arnold diffusion and instabilities phenomena for Hamiltonian PDEs.
He holds a PhD in Mathematical Analysis, Modeling and Applications from SISSA International School of Advanced Studies (Trieste, Italy). As a postdoc researcher has previously been involved in Prof. Michela Procesi’s ERC on the field of Hamiltonian PDEs and small divisor problems at the Università degli studi di Roma Tre (Roma, Italy).
His main research interests are Hamiltonian Partial Differential Equations, KAM theory for PDEs, reducibility of linear operators and Birkhoff normal form methods.
Further information on Giuliani’s research career, please refer to his personal website.