Abstract: The resource-bounded measure (J. Lutz, 1992) is an extension of classical measure theory which provides a probabilistic means of describing the ...
This hypothesis implies a strong separation of P from NP and is supported by a growing body of plausible consequences which are not known to follow from the ...
Mar 13, 2008 · Our main result is that relative to a random oracle, NP does not have measure zero in E, meaning that NP∩E does not have p-measure zero. This ...
Abstract: The resource-bounded measure (J. Lutz, 1992) is an extension of classical measure theory which provides a probabilistic means of describing the ...
[PDF] Relative to a random oracle, NP is not small | Semantic Scholar
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This work considers two notions of random oracles: p-random oracles in the sense of martingales and resource-bounded measure and p-betting-game random ...
This hypothesis implies a strong separation of P from NP and is supported by a growing body of plausible consequences which are not known to follow from the ...
Relative to a Random Oracle, NP is not small ; Title of host publication, Proceedings of the Ninth Annual Structure in Complexity Theory Conference, 1994.
Jul 4, 2019 · Basically, you have to describe how to 'engineer' an adversarial input a little differently. Here's how we might use this approach to prove the ...
Mar 1, 1994 · It is shown in this paper that relative to a random oracle, NP does not have measure zero in E2, improving the earlier result of Bennett and ...
We show that if a self-reducible set has polynomial-size circuits, then it is low for the probabilistic class ZPP (NP). As a consequence we get a deeper ...