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We will present some recent fundamental developments in understanding how neural networks work, in particular why the overparametrized models with the billions or even trilions of parameters perform so well even in cases when the number of parameters outnumbers the number of training samples, contrary to classical machine learning paradigm. We will present the BLN Conjecture (2020) and demonstrate few extreme cases of Bubeck-Sellke Theorem (2021). In order to illustrate highly technical theorem and it's proof we will use an original pictorial approach to represent the behaviour of neural networks from the point of view of the higher-dimensional geometry.
We will present some recent fundamental developments in understanding how neural networks work, in particular why the overparametrized models with the billions or even trilions of parameters perform so well even in cases when the number of parameters outnumbers the number of training samples, contrary to classical machine learning paradigm. We will present the BLN Conjecture (2020) and demonstrate few extreme cases of Bubeck-Sellke Theorem (2021). In order to illustrate highly technical theorem and it's proof we will use an original pictorial approach to represent the behaviour of neural networks from the point of view of the higher-dimensional geometry.
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