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Origins of Geometric Deep Learning

Towards Geometric Deep Learning III: First Geometric Architectures

Geometric Deep Learning approaches a broad class of ML problems from the perspectives of symmetry and invariance, providing a common blueprint for neural network architectures as diverse as CNNs, GNNs, and Transformers. In a new series of posts, we study how these ideas have taken us from ancient Greece to convolutional neural networks.

Michael Bronstein
TDS Archive
Published in
10 min readJul 18, 2022

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Image: Shutterstock.

In the third post from the “Towards Geometric Deep Learning series,” we discuss the first “geometric” neural networks: the Neocognitron and CNNs. This post is based on the introduction chapter of the book M. M. Bronstein, J. Bruna, T. Cohen, and P. Veličković, Geometric Deep Learning (to appear with MIT Press upon completion) and accompanies our course in the African Masters in Machine Intelligence (AMMI). See Part I discussing symmetry, Part II on the early history of neural networks and the first “AI Winter,” and Part IV dedicated to early GNNs.

The inspiration for the first neural network architectures of the new ‘geometric’ type came from neuroscience. In a series of…

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TDS Archive
TDS Archive

Published in TDS Archive

An archive of data science, data analytics, data engineering, machine learning, and artificial intelligence writing from the former Towards Data Science Medium publication.

Michael Bronstein
Michael Bronstein

Written by Michael Bronstein

DeepMind Professor of AI @Oxford. Serial startupper. ML for graphs, biochemistry, drug design, and animal communication.

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