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Apr
4
comment Homomorphic Encryption - Smart Vercauteren Batching
Regarding question (2), I would restate it as: Is what is meant by $\mathbb{Q}(\theta) = \mathbb{Q}[X]/(F)$ the field $\mathbb{Q}(\theta)$ created by adjoining $\theta$, a root of $F(X)$ in the algebraic closure of $\mathbb{F}_2$, to $\mathbb{Q}$?
Apr
4
awarded  Editor
Apr
4
revised Homomorphic Encryption - Smart Vercauteren Batching
added 11 characters in body
Apr
3
asked Homomorphic Encryption - Smart Vercauteren Batching
Feb
20
awarded  Scholar
Feb
20
accepted FHE - Brakerski's “Scale Invariant” Scheme
Nov
7
awarded  Teacher
Oct
28
comment FHE - Brakerski's “Scale Invariant” Scheme
I'm primarily interested in implementation, so I would say speed and compactness are primary concerns.
Oct
23
answered garbled circuit vs fully homomorphic encryption
Oct
21
awarded  Student
Oct
21
asked FHE - Brakerski's “Scale Invariant” Scheme