Alessandro Davide Ialongo
PhD
Even
Uncertainty Quantification in Dynamical Systems

Many real-world systems are not static, they evolve through time. Modelling them as dynamical systems enables us to correctly account for non-stationarity and is a natural choice for sequential datasets. Especially in the low data regime, correctly quantifying predictive uncertainty is crucial to ensure we do not take overly optimistic decisions. In my PhD I have been developing techniques to apply Gaussian processes to sequential data and am now interested in applying these methods to tackle challenges in robotics. The aim is to achieve robust and data efficient robotic locomotion and manipulation.

Track:
Academic Track
PhD Duration:
October 1st, 2016 - February 25th, 2022
First Exchange:
November 1st, 2018 - April 30th, 2020
ELLIS Edge Newsletter
Join the 6,000+ people who get the monthly newsletter filled with the latest news, jobs, events and insights from the ELLIS Network.