OptAzur
#optazur Learning Dynamical Systems Via Koopman Operator Regression
par
→
Europe/Paris
salle de conférences (LJAD)
salle de conférences
LJAD
Description
Non-linear dynamical systems can be handily described by the associated Koopman operator, whose action evolves every observable of the system forward in time. These operators are instrumental to forecasting and interpreting the system dynamics, and have broad applications in science and engineering. The talk gives a gentle introduction to this topic, with a focus on theory and algorithms. We highlight the importance of algorithms that allow us to estimate the spectral decomposition of the Koopman operator well and explore how the quest for good representations for these operators can be formulated as an optimization problem involving neural networks.