Formalizing flag algebras in Lean. ~ Gyeongwon Jeong, Seonghun Park, Jihoon Hyun, Sang-il Oum, Hongseok Yang. arxiv.org/abs/2607.23500
@jalonso.eurosky.social
@jalonso.eurosky.socialFormalizing flag algebras in Lean. ~ Gyeongwon Jeong, Seonghun Park, Jihoon Hyun, Sang-il Oum, Hongseok Yang. arxiv.org/abs/2607.23500
@jalonso.eurosky.socialThe irrationality measure of the logarithm of a rational number is 2. ~ Dan Brown. jdb19937.github.io/log-irration...
@jalonso.eurosky.socialA counterexample to Erdős problem 108 via arc graphs. ~ Jensen Kohlmeyer, Liam Kruer. jenwin.io/papers/erdos...
@jalonso.eurosky.socialLean 4 for mathematicians: a teacher's guide. jaalonso.github.io/calculemus/e... #LeanProver #ITP #Math
@jalonso.eurosky.socialMechanizing term relation algebras: the basic theory. ~ Jacopo Angeli. thesis.unipd.it/bitstream/20...
@jalonso.eurosky.socialEnunciado del reto 23 de Lean 4: La sucesión constante aₙ = L converge a L. jaalonso.github.io/calculemus/p...
@jalonso.eurosky.socialSoluciones del reto 22 de Lean 4: Si una sucesión tiene dos subsucesiones con límites distintos, entonces la sucesión no es convergente. jaalonso.github.io/calculemus/p... #RetoLean4
@jalonso.eurosky.socialWeekly reads: Oct 5 – Oct 11, 2026. jaalonso.github.io/vestigium/po...
#AI4Math #Autoformalization #CAS #FunctionalProgramming #Haskell #IsabelleHOL #ITP #LeanProver #Logic #Math #RetoLean4 #RocqProver
@jalonso.eurosky.socialWhat mathematicians should know about the Lean Theorem Prover: questions of reliability and AI. ~ Thomas Hales. terrytao.wordpress.com/2026/10/09/w...
@jalonso.eurosky.socialLean 4 para matemáticos: guía docente. jaalonso.github.io/calculemus/p...
@jalonso.eurosky.socialAdvancing mathematics research with AI-driven formal proof search. ~ George Tsoukalas et als. arxiv.org/abs/2605.22763
@adolfoneto.elixiremfoco.com"8 of the Lean formalizations in OpenAI's repo are 'broken' (trivially provable with wrong proofs):"
Alex Meiburg
@gconstantinides.bsky.socialVery much enjoyed giving a talk to colleagues at @AMD alongside Kevin Buzzard on #leanprover and its implications for hardware verification (and design). Thanks for hosting, Theo Drane.
@jalonso.eurosky.socialZFLean: a Lean 4 library for doing core mathematics inside Mathlib's model of ZFC set theory. ~ Vincent Trélat, Matteo Pouillat. github.com/VTrelat/ZFLean
@jalonso.eurosky.socialZFLean: a framework for set-level mathematics in Lean. ~ Vincent Trélat, Matteo Pouillat. arxiv.org/abs/2604.24195
@jalonso.eurosky.socialAIProver: agentic auto-formalization of mathematical research via certificate-driven evolving harness. ~ Prithwish Jana et als. arxiv.org/abs/2610.053...
@jalonso.eurosky.socialA Lean~4 framework for the radii polynomial method. ~ Fengyang Wang. arxiv.org/abs/2610.023...
@jalonso.eurosky.socialToward a Lean formalization of analog computing with microwaves. ~ Matteo Nerini, Xuekang Liu, Bruno Clerckx. arxiv.org/abs/2610.047... #LeanProver #ITP
@jalonso.eurosky.socialErdős 374: classical square products of factorials (in Lean 4). ~ Alexander. palomar-registry.org/entry?id=PAL... #LeanProver #ITP #Math
@jalonso.eurosky.socialSoftware Foundations In Lean. ~ Benjamin Pierce et als. www.renaissancephilanthropy.org/software-fou...