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        <title>A categorical semantics for neural nets (Charlotte Aten at NY Category Theory Seminar 2023)</title>
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        <description>Abstract: In recent work on discrete neural networks, I considered such networks whose activation functions are polymorphisms of finite, discrete relational structures. The general framework I provided was not entirely categorical in nature but did provide a stepping stone to a categorical treatment of neural nets which are definitionally incapable of overfitting. In this talk I will outline how to view neural nets as categories of functors from certain multicategories to a target multicategory. Moreover, I will show that the results of my PhD thesis allow one to systematically define polymorphic learning algorithms for such neural nets in a manner applicable to any reasonable (read: functorial) finite data structure. Slides: https://aten.cool/documents/slides/aten_ny_category_theory_2023.pdf</description>
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