CORDIS Project
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This project investigates the relationship between formal proofs and computation, aiming to improve satisfiability solvers, enhance the practical application of probabilistically checkable proofs, and deepen the understanding of computational complexity limits.
The project described in this proposal studies formal proofs and their interaction with computation.
The study of propositional proofs is connected to a spectrum of problems in our field, starting with the meta-mathematical quest to explain our failure to understand computation and make progress on the basic questions haunting our field (such as P vs. NP), and ending with the industry-driven quest for better algorithms for solving instances of the satisfiability problem.
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