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An Elementary Theory of the Category of Sets
golem.ph.utexas.edu·1d
🔤Type Theory
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Etude des morphismes pr{\'e}servant les mots primitifs
arxiv.org·1d
🔤Type Theory
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Skein Categories in Non-semisimple Settings
arxiv.org·15h
🔤Type Theory
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Monad tutorials timeline
wiki.haskell.org·2d
🔤Type Theory
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**Abstract:** This paper presents a novel framework for modeling the emergence of spacetime from higher categorical structures using algorithmic automata rec...
freederia.com·1h
🔤Type Theory
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If it compiles, it is correct (almost): an introduction to Lean 4 for ZK systems and Engineering
blog.lambdaclass.com·3h
🔬Static Analysis
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Theory of self-reproducing automata : Von Neumann, John, 1903-1957 : Free Download, Borrow, and Streaming
archive.org·8h
⚙️Concurrency Models
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Mark Jason Dominus: Almost-trivial theorems
blog.plover.com·1d
🔤Type Theory
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Annals of Pure and Applied Logic Volume 177, Issue 2, February 2026, 103662 Full Length Article Univalent material set theory
sciencedirect.com·2d
🔤Type Theory
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A Little Lens Starter Tutorial - School of Haskell
schoolofhaskell.com·1h
🔤Type Theory
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Introduction - 3D Math Primer for Graphics and Game Development
gamemath.com·26m
🎲Procedural Generation
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Modal Homotopy Type Theory - The Book
golem.ph.utexas.edu·3d
🔤Type Theory
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Hedwig Conrad-Martius’ Ontological Phenomenology (Women in the History of Philosophy and Sciences, 5): Hart: 9783030448417: Amazon.com: Books
amazon.com·9h
🔄Systems Thinking
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From Pratt parsing to the Dijkstra shunting yard
matklad.github.io·8h·
Discuss: Hacker News
🦀Rust Macros
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Learn You a Haskell for Great Good!
learnyouahaskell.github.io·3h
🔤Type Theory
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Teaching
philhoward.org·4h
📡Protocol Design
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Structuralism in the Philosophy of Mathematics (Stanford Encyclopedia of Philosophy)
plato.stanford.edu·3d
🔤Type Theory
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ML Systems Textbook
mlsysbook.ai·1d
📊Algorithms
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Jeff Sebo
jeffsebo.net·3h
🔄Systems Thinking
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**Abstract:** This paper introduces a novel, automated framework for assessing the spectral decomposability of Banach algebras, specifically focusing on Von ...
freederia.com·16h
🔍Type Inference
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