Searching for "Almost Optimal Dispersers." – sorted by Relevance.
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Almost Optimal Dispersers
- Almost Optimal Dispersers Amnon Ta-Shma ICSI Abstract A (K; ffl) disperser graph G = (V 1 ; V 2
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Near-Optimal conversion of Hardness into Pseudo-Randomness
- construction, we get an almost optimal disperser. 1. Introduction This paper addresses the question
- Cited by 28 (9 self) – Add To MetaCart
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Near-Optimal conversion of Hardness into Pseudo-Randomness
- an almost optimal disperser. 1. Introduction This paper addresses the question of hardness versus ran
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