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Term 1, AE 2022-2023

In Term 1 we plan to cover Functional Approximators (NN) & Dimensionality reduction methods.

For this section we mainly follow the book "Deep Learning architectures. A mathematical approach" by Ovidiu Calin 

We meet every Wednesday 11:00-12:00 in B3.03 (Zeeman).

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Date Topic Paper/Text book chapters Presenter
12/10/22 Organisational meeting
19/10/22 Introduction to Neural Networks

"Deep Learning architectures. A mathematical approach" by Ovidiu Calin, Ch. 1, 5, 6

Claudia Viaro
26/10/22 NN and approximation theorems

"Deep Learning architectures. A mathematical approach" by Ovidiu Calin, Ch. 6, 7

Anna Kuchko
02/11/22 Universal approximation theorems "Deep Learning architectures. A mathematical approach" by Ovidiu Calin, Ch. 9 Laszlo Udvardi
09/11/22 Compression techniques and neural manifolds "Deep Learning architectures. A mathematical approach" by Ovidiu Calin, Ch. 13,14 Anna Kuchko
16/11/22 Recurrent Neural Networks "Deep Learning architectures. A mathematical approach" by Ovidiu Calin, Ch. 17 Pablo Ramses Alonso Martin
Mid-term pub
23/11/22 Graph Neural Networks Genaral theory+recent papers Richard Fox
30/11/22 Physics-Informed Deep Learning "Physics-informed neural networks: A deep learning framework for solving forward and inverse problems involving nonlinear partial differential equations" by M. Raissi, P. Perdikaris, G. E. Karniadakis Claudia Viaro
7/12/22 Reservoir Computing & Echo State Networks "Echo state networks are universal" by L. Grigoryeva and J.-P. Ortega Guglielmo Gattiglio

In AY 2022-2023 the reading group is organised by Claudia Viaro, Anna Kuchko and Laszlo Udvardi. Please don't hesitate to contact us if you have any questions or suggestions!

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