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Questions about the Boolean satisfiability problem from computability and complexity theory. If your question is about the college entrance exam called the SAT, you are on the wrong site.

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Is there a version of 3-SAT that is NP-complete but grows like $2^n$ instead of $2^{n \choos...

But empirically with SAT solvers, the hardest SAT problems have far fewer terms than this (if you have too few or too many terms SAT is easy to solve). … It seems like we need some kind of windowed-3-SAT where there are $n*k$ clauses and clauses in the span $[k*i,k*(i+1)]$ can choose from variables $x_{i-w}$ to $x_{i+w}$. …
Logan 's user avatar
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