ABOUT ME
Ph.D. in Mathematical Analysis, Modelling and Applications
Thesis: Reduced order models for parametric bifurcation problems in nonlinear PDEs
Advisor : Prof. Gianluigi Rozza
Co-Advisor : Dr. Francesco Ballarin
RESEARCH INTEREST
Reduced order models in computational structural mechanics.
Artificial neural network for parametrized PDEs.
Bifurcating phenomena in complex physical problems.
Reduced Basis method for Von Kármán equations.
Integrated framework to assist RB methods with ANN.
From Continuum Mechanics (Hyperelastic equation) to Quantum Mechanics (Bose-Einstein condensates) through Fluid Dynamics (Navier-Stokes system)