Explore tweets tagged as #LeanLang
Weβre pleased to announce #ItaLean2025: Bridging Formal Mathematics and AI, an international conference dedicated to @LeanProver, Formal Mathematics, and AI4Math. π University of Bologna π 9β12 December 2025 Proudly supported by @HarmonicMath. #LeanLang #FormalMath #AI4Math
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The Lean 4 Language Reference is a comprehensive, precise description of #LeanLang: a reference work in containing detailed information on everything from basic types to specific use-cases of autoformalization tactics, such as πππππ. Read here: https://t.co/gu3Pq9sQJ7
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We're excited to see #LeanLang being used by @mathematics_inc in Gauss, their autoformalization agent - and more of this great interview with Terence Tao on the importance of formalizing in the future of #mathematics and #AI.
π¨ BREAKING: Fields medalist Terry Tao on how mathematics will change: βWhen these tools are perfected, we will change the way we do mathematics. If there's a drudgery or a big computation, we'll just hit it with all our technology and say: 'By Gauss, you can get from here to
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π‘Did you know you can run #LeanLang in your browser without installing anything? The Lean Playground provides a full environment for experimentation, learning, and for sharing code snippets with others. Try it out! https://t.co/HL2U6lxlmq
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Thrilled to hear about the "Harmonic Analysis with Lean Formalization" (HALF) project: 6 years of research-level formalization in #LeanLang, led by Dr. Christoph Thiele and Dr. Floris van Doorn at University of Bonn with a β¬6.4M ERC Synergy Grant. Dr. van Doorn: "As the first
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PhysLean recently passed 400 stars on GitHub π π https://t.co/KLuA0B4LNB
#LeanLang #PhysicsΒ #GitHub
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The "SIGPLAN Programming Languages Software Award 2025" goes to @leanprover!!! #LeanLang "Citation: The Lean theorem prover is a remarkable software artifact. Grounded on strong theoretical and engineering foundations, Lean has had and continues to have a broad impact on
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#LeanLang's pattern matching offers flexibility to match on types, propositions, and dependent patterns! πTheorem Proving in Lean provides tutorials and examples: https://t.co/R20pqoPNj6 πThe Language Reference covers precise definitions: https://t.co/04sX05EYAg
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A video on downloading and installing Lean and PhysLean (without admin privileges): https://t.co/VYfgiqjE6A
#LeanLang #Physics
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"Functional Programming in Lean" is designed for programmers new #LeanLang and functional programming languages, and for mathematicians wanting to write custom #LeanProver proof automation tools. From strictness to purity to dependent types, learn how each attribute affects the
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Time Monads in the Lean CS Library are showing up: https://t.co/EFTOhL3gx2
https://t.co/4Ay1IRuZvN
#LeanLang #Monads
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An good read for anyone trying to understand `noConfusion` and the machinery under inductive types in #LeanLang. https://t.co/YeUwCBQXaA
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The next bi-monthly #Mathlib community meeting is tomorrow (Friday Dec 12) at 3pm UTC. Join to hear about ongoing #LeanLang formalization projects and connect with other contributors! β‘οΈ See all upcoming community events on our website: https://t.co/fZgIn7I18W
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I created a YouTube playlist with several talks and interviews by Leonardo de Moura #LeanLang #LeanProver
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Day 15 of building LemmaCraft β it's finally almost ready! You can now substitute variables "implicitly", which makes things much easier And parenthesis are essential-only (see below) Next I finish level creation, and from there it's just polishπ #mathematics #leanlang
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"A Perspective on Interactive Theorem Provers in Physics" https://t.co/ntEcgB0l3B
#physics #LeanLang
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Interested in learning more about formal mathematics and the application of #LeanLang to specific research domains? Check out the Lean Learning Seminar YouTube channel for some recent in-depth talks:
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