Struct EncryptionLayout 

pub struct EncryptionLayout<L> {
    pub layout: L,
    pub noise: NoiseInfos,
}

Fields

layout: L

noise: NoiseInfos

Implementations

impl<L: DeclaredK> EncryptionLayout<L>

pub fn new(layout: L, noise: NoiseInfos) -> Result<Self>

pub fn new_from_default_sigma(layout: L) -> Result<Self>

Trait Implementations

impl<L> EncryptionInfos for EncryptionLayout<L>

fn noise_infos(&self) -> NoiseInfos

impl<L: GGLWEInfos> GGLWEInfos for EncryptionLayout<L>

fn dnum(&self) -> Dnum

fn dsize(&self) -> Dsize

fn rank_in(&self) -> Rank

fn rank_out(&self) -> Rank

fn gglwe_layout(&self) -> GGLWELayout

impl<L: GGSWInfos> GGSWInfos for EncryptionLayout<L>

fn dnum(&self) -> Dnum

Returns the number of decomposition rows.

fn dsize(&self) -> Dsize

Returns the decomposition digit size.

fn ggsw_layout(&self) -> GGSWLayout

Returns a plain-data GGSWLayout snapshot of the current parameters.

impl<L: GLWEInfos> GLWEInfos for EncryptionLayout<L>

fn rank(&self) -> Rank

Returns the GLWE rank (number of mask polynomials).

fn glwe_layout(&self) -> GLWELayout

Returns a plain-data GLWELayout snapshot of the current parameters.

impl<L: LWEInfos> LWEInfos for EncryptionLayout<L>

fn base2k(&self) -> Base2K

Returns the base-2-log of the limb width used for the RNS/CRT representation.

fn n(&self) -> Degree

Returns the LWE dimension, i.e. the number of mask elements (= GLWE ring degree N).

fn size(&self) -> usize

Returns the number of limbs, i.e. ceil(k / base2k).

fn log_n(&self) -> usize

Returns log2(n).

fn max_k(&self) -> TorusPrecision

Returns the maximum torus precision representable with the current limb decomposition.

fn lwe_layout(&self) -> LWELayout

Returns a plain-data LWELayout snapshot of the current parameters.