Lean 4 proof formalization for Learning Real Analysis
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Updated
May 31, 2026 - Lean
Lean 4 proof formalization for Learning Real Analysis
Notes, proofs, Nurbs, and Lean
NURBS/DDE Brownian motion pursuit simulation on the torus — C++, Vulkan, delay-differential equations.
Shared LaTeX infrastructure for Learning Real Analysis (macros, preambles, bibliography, images)
Volume VIII of Learning Real Analysis: Model theory, type theory, lambda calculus, and foundations of computation.
Volume VI of Learning Real Analysis: Calculus, ODEs, Fourier analysis, geometric modeling, and computational linear algebra.
Volume VII of Learning Real Analysis: Numerical analysis and approximation theory.
Volume I of Learning Real Analysis: Logic, sets, and the foundations of proof.
Theorem knowledge explorer — LaTeX extraction pipeline and interactive HTML graph
Governance rules, architecture docs, sync policy, and agent instruction generators for the LRA ecosystem.
Volume II of Learning Real Analysis: Peano systems and rigorous construction of N, Z, Q, R, and C.
Volume IV of Learning Real Analysis: Abstract algebra, linear algebra, lattice theory, category theory, and algebraic structures.
Volume III of Learning Real Analysis: Real analysis, sequences, continuity, differentiation, integration, and measure theory.
Volume V of Learning Real Analysis: Topology, metric spaces, differential geometry, and Riemannian geometry.
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