Searching for "Hardness Amplification within NP." – sorted by Relevance.
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Hardness Amplification within NP
- Hardness Amplication Within NP Ryan O'Donnell MIT Mathematics Department Cambridge, MA 02139
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Professional Experience
- . Conferences C1 Parikshit Gopalan and Venkatesan Guruswami. Hardness Amplification within NP against
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The Complexity of Hardness Amplification and Derandomization
- inability to exhibit a worst-case to averagecase hardness amplification within NP by showing that a "large
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Hardness amplification proofs require majority
- -uniformity (e.g. |D| = poly(1/ɛ)) is important for achieving “uniform hardness amplification within NP
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Computational Applications of Noise Sensitivity
- .5 Hardness amplification within NP . . . . . . . . . . . . . . . . . . . . . . . . 95 4.6 A corresponding
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Hardness vs. Randomness within Alternating Time
- -case hardness amplification within NP. In particular, our results imply that worst-case hardness amplification
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Hardness vs. Randomness within Alternating Time
- 'Donnellproves a mild average-case hardness amplification within NP. In particular, our results imply that worst
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On constructing parallel pseudorandom generators from one-way functions
- [BT], building on [FF], show that every hardness amplification within NP such that its proof
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On Constructing Parallel Pseudorandom Generators
- [BT], building on [FF], show that every hardness amplification within NP such that its proof
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Finding Pessiland ⋆ Hoeteck Wee
- ] on hardness amplification within NP relativizes, we may deduce that there is a strongly hard
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