A framework for applied category theory in the Julia language
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Updated
Dec 26, 2024 - Julia
A framework for applied category theory in the Julia language
ACT community resources
A curated list of awesome Category Theory resources.
Tangent bundle, vector space and Submanifold definition
Tensor algebra abstract type interoperability setup
Sources for "Applied Category Theory for Engineering"
A list of works and resources about double category theory, with a particular focus on applications.
Bayesian inference on wiring diagrams.
A specialised computer algebra system for topos theory.
Sheaves library for graph abstractions based on NetworkX
Maurer-Cartan-Lie frame connections ∇ Grassmann.jl TensorField derivations
Open Markov Proceses as TensorFlow objects, Petri Nets and Chemical Rxn Nets in Haskell
For Azimuth ACT course
Slides for my talk at ACT 2022, 'Fully abstract categorical semantics for digital circuits'
Implementation of concepts from Applied Category Theory
Extended abstract for my SYCO 8 talk, 'Normalisation by evaluation for digital circuits'
Exercise solutions and notes related to "An Invitation to Applied Category Theory"
Emacs language support mode for CQL (Categorical Query Language), formerly called AQL. See https://www.categoricaldata.net.
Slides for my talk at the LFCS seminar, 'A compositional theory of digital circuits'
A module of applied basic category theory in the Julia language
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