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REPORTS > AUTHORS > MICHELE ZITO:
All reports by Author Michele Zito:

TR01-079 | 6th September 2001
Michele Zito

An Upper Bound on the Space Complexity of Random Formulae in Resolution

We prove that, with high probability, the space complexity of refuting
a random unsatisfiable boolean formula in $k$-CNF on $n$
variables and $m = \Delta n$ clauses is
$O(n \cdot \Delta^{-\frac{1}{k-2}})$.

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