[][src]Trait rand::CryptoRng

pub trait CryptoRng { }

A marker trait used to indicate that an RngCore or BlockRngCore implementation is supposed to be cryptographically secure.

Cryptographically secure generators, also known as CSPRNGs, should satisfy an additional properties over other generators: given the first k bits of an algorithm's output sequence, it should not be possible using polynomial-time algorithms to predict the next bit with probability significantly greater than 50%.

Some generators may satisfy an additional property, however this is not required by this trait: if the CSPRNG's state is revealed, it should not be computationally-feasible to reconstruct output prior to this. Some other generators allow backwards-computation and are consided reversible.

Note that this trait is provided for guidance only and cannot guarantee suitability for cryptographic applications. In general it should only be implemented for well-reviewed code implementing well-regarded algorithms.

Note also that use of a CryptoRng does not protect against other weaknesses such as seeding from a weak entropy source or leaking state.

Implementations on Foreign Types

impl<R> CryptoRng for Box<R> where
    R: CryptoRng + ?Sized

impl<R> CryptoRng for BlockRng<R> where
    R: BlockRngCore + CryptoRng

impl CryptoRng for ChaCha12Rng[src]

impl CryptoRng for ChaCha20Core[src]

impl CryptoRng for ChaCha20Rng[src]

impl CryptoRng for ChaCha8Core[src]

impl CryptoRng for ChaCha12Core[src]

impl CryptoRng for ChaCha8Rng[src]

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impl CryptoRng for EntropyRng[src]

impl CryptoRng for OsRng[src]

impl CryptoRng for StdRng[src]

impl CryptoRng for ThreadRng[src]

impl<'a, R> CryptoRng for &'a mut R where
    R: CryptoRng + ?Sized

impl<R, Rsdr> CryptoRng for ReseedingRng<R, Rsdr> where
    R: BlockRngCore + SeedableRng + CryptoRng,
    Rsdr: RngCore + CryptoRng

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