A Rust library to transform integer and pseudo Boolean constraints into conjunctive normal form
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Updated
Apr 17, 2026 - Rust
A Rust library to transform integer and pseudo Boolean constraints into conjunctive normal form
Source Code and Evaluation Data of the paper 'SAT Encodings of the At-Most-k Constraint - A Case Study on Configuring University Courses'
A SAT-based C/C++ solver for the Resource-Constrained Project Scheduling Problem with General Precedence Relations (RCPSP-GPR)
A verified constructive reduction of the Cook-Levin Theorem in Lean 4.
MSc CS thesis (2 published papers)
Provide a verified, machine-checked constructive reduction of the Cook-Levin theorem from Turing machines to SAT formulas using Lean 4.
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