Distributional reinforcement learning
Learning distributions over returns, rather than only expected values, to better represent uncertainty in reinforcement learning problems.
Fourth-year Ph.D. student
Speech and Image Processing Department (PSI - ESAT), KU Leuven
My research focuses on value-gradient methods in reinforcement learning: using learned environment models to provide richer training signals than scalar rewards or value targets alone. More broadly, I am interested in decoupled training of neural networks, with the goal of reducing the memory footprint of learning and making training less dependent on end-to-end backpropagation.
Learning distributions over returns, rather than only expected values, to better represent uncertainty in reinforcement learning problems.
Using learned environment models to estimate gradients of return targets with respect to actions, giving policy learning access to richer local information.
Training neural-network modules with local or predicted learning signals, aiming to reduce update locking and memory requirements during optimization.
Sliced divergences make multivariate return distributions tractable by reducing them to one-dimensional projections, but TD learning still depends on how the Bellman target is sampled from the environment.
I presented my first paper at ICLR in Rio.