University Master Thesis
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Updated
Jan 27, 2026 - Lean
University Master Thesis
Formal verification of the logical incompatibility between the P=NP hypothesis and the Witten-Helffer-Sjöstrand tunneling theorems in spectral geometry. Implemented in Lean 4.
Simplify arithmetic expressions of ENNReal numbers in Lean4
Formally verified MBSE framework in Lean 4 — dependent type semantics for SysML v2 / KerML with V&V matrix completeness by type checking
Lean 4 formalization of ord_{2^t}(3) = 2^{t-2} and supporting lemmas for Collatz analysis
Retrieval-grounded reviewer-memory tool over closed-PR review history of leanprover-community/mathlib4. Indexes ~158k past reviewer comments across ~35k closed PRs to flag concerns past reviewers have raised before.
29,750 competition-math proofs migrated from Lean 4.8 to Lean 4.27 with 60K traced tactic pairs
Lean Proofs for Admissible Structure Theory
A Lean 4 formalization of discrete causal posets and convex-cone models for AQEI constraints. Features 130+ machine-checked theorems covering chain-complex homology proxies, $Z_1$ cycle space stability, and bidirectional equivalence of 1-cycle proxies.
Lean on Goldbach's conjecture
Visualizer for mathlib library inspired in https://github.com/Crispher/MathlibExplorer . The idea is to connect each topic based on standard curricula to each file in mathlib so new code and math topics can be implemented faster.
Add a description, image, and links to the mathlib4 topic page so that developers can more easily learn about it.
To associate your repository with the mathlib4 topic, visit your repo's landing page and select "manage topics."