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Alumni Insights: Shaping a Responsible Future with AI for Good

12/06/2025
18:30 - 20.45

How can we ensure that artificial intelligence doesn’t just disrupt the world, but improves it?

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Oct
08
Dr Nicola Gnecco

AI: Cutting-Edge Overviews and Tutorial Series with Dr Nicola Gnecco

08/10/2024
12:00 - 13:00

In this tutorial, we dive into this framework to learn how to: Formalize the DG setting as a robust optimization problem; Describe the training and shifted test distributions with structural causal models (SCMs); Show that causal models work well when the training and test distribution differ; Estimate causal models from training data to achieve DG.

Oct
03
Dr Roberto Bondesan

I-X Research Presentations: Roberto Bondesan

03/10/2024
15:30 - 16:30

In this talk, Roberto and his team discuss learning and inference problems in the quantum world and how these problems differ from their classical counterparts.

Oct
01
Dr Nicolas Boullé 

AI: Cutting-Edge Overviews and Tutorial Series with Dr Nicolas Boullé

01/10/2024
14.00 - 15.00

This talk will provide a brief overview of the growing field of operator learning and see how numerical linear algebra algorithms, such as the randomized singular value decomposition, can be exploited to gain theoretical and mechanistic understanding of operator learning architectures.

Sep
24
Max Welling, Francesca Toni, Atoosa Kasirzadeh, Alejandro Frangi,

I-X Breaking Topics in AI Conference

24/09/2024
09.00 - 17.15

The second edition of I-X Breaking Topics in AI conference sponsored by Schmidt Sciences.

Sep
19
Dr Dandan Zhang

I-X Research Presentations: Dandan Zhang

19/09/2024
15.30 - 16.30

This presentation will showcase recent advancements in micro-robotic systems, focusing on the innovative application of non-contact optical manipulation using Optical Tweezers (OT).

Sep
12
Professor Terry Lyons

I-X Seminar: Rough Analysis and Anomalous Streams with Professor Terry Lyons

12/09/2024
13.30-14.30

This talk discusses rough path theory, an area of mathematics that fuses the control theory of Sussmann, Brockett and Fleiss with the analysis of Young to form a calculus that can efficiently describe the interaction and evolution of complex oscillatory systems.