Struct GLWEPublicKey

pub struct GLWEPublicKey<D: Data> { /* private fields */ }

Implementations

impl<D: DataMut> GLWEPublicKey<D>

pub fn generate_from_sk<S: DataRef, B>( &mut self, module: &Module<B>, sk: &GLWESecretPrepared<S, B>, source_xa: &mut Source, source_xe: &mut Source, sigma: f64, )

where Module<B>: VecZnxDftAllocBytes + VecZnxBigNormalize<B> + VecZnxDftFromVecZnx<B> + SvpApplyInplace<B> + VecZnxDftToVecZnxBigConsume<B> + VecZnxNormalizeTmpBytes + VecZnxFillUniform + VecZnxSubABInplace + VecZnxAddInplace + VecZnxNormalizeInplace<B> + VecZnxAddNormal + VecZnxNormalize<B> + VecZnxSub, B: Backend + ScratchOwnedAllocImpl<B> + ScratchOwnedBorrowImpl<B> + TakeVecZnxDftImpl<B> + ScratchAvailableImpl<B> + TakeVecZnxImpl<B>,

impl GLWEPublicKey<Vec<u8>>

pub fn alloc(n: usize, basek: usize, k: usize, rank: usize) -> Self

pub fn bytes_of(n: usize, basek: usize, k: usize, rank: usize) -> usize

impl<D: Data> GLWEPublicKey<D>

pub fn rank(&self) -> usize

Trait Implementations

impl<D: Data> Infos for GLWEPublicKey<D>

type Inner = VecZnx<D>

fn inner(&self) -> &Self::Inner

fn basek(&self) -> usize

Returns the base 2 logarithm of the ciphertext base.

fn k(&self) -> usize

Returns the bit precision of the ciphertext.

fn n(&self) -> usize

Returns the ring degree of the polynomials.

fn log_n(&self) -> usize

Returns the base two logarithm of the ring dimension of the polynomials.

fn rows(&self) -> usize

Returns the number of rows.

fn cols(&self) -> usize

Returns the number of polynomials in each row.

fn rank(&self) -> usize

fn size(&self) -> usize

Returns the number of size per polynomial.

fn poly_count(&self) -> usize

Returns the total number of small polynomials.

impl<D: PartialEq + Data> PartialEq for GLWEPublicKey<D>

fn eq(&self, other: &GLWEPublicKey<D>) -> bool

Tests for self and other values to be equal, and is used by ==.

fn ne(&self, other: &Rhs) -> bool

Tests for !=. The default implementation is almost always sufficient, and should not be overridden without very good reason.

impl<DM: DataMut, DR: DataRef, B: Backend> Prepare<B, GLWEPublicKey<DR>> for GLWEPublicKeyPrepared<DM, B>

where Module<B>: VecZnxDftFromVecZnx<B>,

fn prepare( &mut self, module: &Module<B>, other: &GLWEPublicKey<DR>, _scratch: &mut Scratch<B>, )

impl<D: DataRef, B: Backend> PrepareAlloc<B, GLWEPublicKeyPrepared<Vec<u8>, B>> for GLWEPublicKey<D>

where Module<B>: VecZnxDftAlloc<B> + VecZnxDftFromVecZnx<B>,

fn prepare_alloc( &self, module: &Module<B>, scratch: &mut Scratch<B>, ) -> GLWEPublicKeyPrepared<Vec<u8>, B>

impl<D: DataMut> ReaderFrom for GLWEPublicKey<D>

fn read_from<R: Read>(&mut self, reader: &mut R) -> Result<()>

impl<'a, B, D> TakeLike<'a, B, GLWEPublicKey<D>> for Scratch<B>

where B: Backend + TakeVecZnxImpl<B>, D: DataRef,

type Output = GLWEPublicKey<&'a mut [u8]>

fn take_like( &'a mut self, template: &GLWEPublicKey<D>, ) -> (Self::Output, &'a mut Self)

impl<D: DataRef> WriterTo for GLWEPublicKey<D>

fn write_to<W: Write>(&self, writer: &mut W) -> Result<()>

impl<D: Eq + Data> Eq for GLWEPublicKey<D>

impl<D: Data> StructuralPartialEq for GLWEPublicKey<D>