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- W2295705587 abstract "We revisit the impossibility of a variety of cryptographic tasks including privacy and differential privacy with imperfect randomness. For traditional notions of privacy, such as security of encryption, commitment or secret sharing schemes, dramatic impossibility results are known [MP90, DOPS04] for several concrete sources $$mathcal {R}$$ , including a (seemingly) very “nice and friendly” Santha-Vazirani (SV) source. Somewhat surprisingly, Dodis et al. [DLMV12] showed that non-trivial differential privacy is possible with the SV sources. This suggested a qualitative gap between traditional and differential privacy, and left open the question of whether differential privacy is possible with more realistic (i.e., less structured) sources than the SV sources. Motivated by this question, we introduce a new, modular framework for showing strong impossibility results for (both traditional and differential) privacy under a general imperfect source $$mathcal {R}$$ . As direct corollaries of our framework, we get the following new results:" @default.
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- W2295705587 date "2015-01-01" @default.
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- W2295705587 title "Privacy with Imperfect Randomness" @default.
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