Craig Gentry (2010) Computing Arbitrary Functions of Encrypted Data

mirimir · Dec 15, 2011

Suppose that you want to delegate the ability to process your data, without giving away access to it. We show that this separation is possible: we describe a “fully homomorphic” encryption scheme that keeps data private, but that allows a worker that does not have the secret decryption key to compute any (still encrypted) result of the data, even when the function of the data is very complex. In short, a third party can perform complicated processing of data without being able to see it. Among other things, this helps make cloud computing compatible with privacy.
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Craig Gentry (2010) Computing Arbitrary Functions of Encrypted Data
-http://crypto.stanford.edu/craig/easy-fhe.pdf

Edit: Also see -http://en.wikipedia.org/wiki/Homomorphic_encryption

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Craig Gentry (2010) Computing Arbitrary Functions of Encrypted Data

mirimir Registered Member

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Craig Gentry (2010) Computing Arbitrary Functions of Encrypted Data

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