Time–Space Tradeoffs for SAT on Nonunifo
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Iannis Tourlakis
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Article
📅
2001
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Elsevier Science
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English
⚖ 176 KB
are generalized and combined with an argument for diagonalizing over machines taking n bits of advice on inputs of length n to obtain the first nontrivial time-space lower bounds for SAT on nonuniform machines. In particular, we show that for any a < `2 and any e > 0, SAT cannot be computed by a ra