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Susanna F. de Rezende

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Clique is hard on average for unary Sherali-AdamsSatisfiability: Theory, Practice, and Beyond 20232023-04-17
Claim: for G~G(n,1/2) with high probability, unary Sherali‑Adams needs size n^{Omega(log n)} to refute the existence of a k‑clique even when k = n^{Omega(1)}…
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Average-Case Hardness in Proof ComplexityRigorous Evidence for Information-Computation Trade-offs2021-09-13
Survey claims average-case refutation of random instances is the right way to prove strong proof-size lower bounds, and it demonstrates concrete tools…
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