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Cryptosystems which support computation on encrypted data. They might be partially homomorphic (support for one operation such as + or *) or they might be fully homomorphic (any sequence of + and *).
5
votes
Accepted
FHE over the Integers - reduction to approximate gcd problem
Before my answer, I would like to review the original binary GCD algorithm @wikipedia. Roughly speaking, this algorithm replaces division with binary shifts and subtraction.
For two positive integers …
7
votes
Accepted
Fully Homomorphic Encryption over the Integers - Runtime Question
On the first question
The public key of DGHV's SHE scheme consists of $\tau+1$ $\gamma$-bit numbers, that is, $pk = (x_0,\dots,x_\tau)$, where $x_i$ is chosen from the distribution $\mathcal{D}_{\gam …
12
votes
Accepted
Homomorphic Encryption and Semantic Security using Lattices?
The LWE assumption
I think we should start from the LWE assumption.
Let $n$ and $q$ be integers and let $\chi$ be a distribution over $\mathbb{Z}_q$. We often take $\chi$ as a Gaussian with small var …
2
votes
Is there an encyption scheme that combines additive homomorphism with ability to proxy re-en...
Very recently,
Yoshinori Aono, Xavier Boyen, Le Trieu Phong, and Lihua Wang (INDOCRYPT 2013) proposed an additively-homomorphic proxy re-encryption scheme from lattices, which is multi-hop, unidirect …
8
votes
Accepted
Can we proxy-re-encrypt using homomorphic encryption schemes?
YES. It is pointed out by Gentry (in his thesis) when he consider bootstrapping and re-encryption.
Let us denote the old key pair by $(PK, SK)$ and the new key pair by $(PK^1, SK^1)$.
What the user …