Crate elliptic_curve

General purpose Elliptic Curve Cryptography (ECC) support, including types and traits for representing various elliptic curve forms, scalars, points, and public/secret keys composed thereof.

Minimum Supported Rust Version

Rust 1.46 or higher.

Minimum supported Rust version can be changed in the future, but it will be done with a minor version bump.

Re-exports

pub use generic_array;

pub use rand_core;

pub use subtle;

pub use ff;

pub use group;

pub use pkcs8;

pub use zeroize;

Modules

consts	Type aliases for many constants.
ecdh	ecdh Elliptic Curve Diffie-Hellman Support.
ops	Traits for arithmetic operations on elliptic curve field elements.
sec1	SEC1 encoding support.
util	Arithmetic helper functions designed for efficient LLVM lowering.
weierstrass	Elliptic curves in short Weierstrass form.

Structs

Error	Elliptic curve errors.
JwkEcKey	jwk JSON Web Key (JWK) with a kty of "EC" (elliptic curve).
NonZeroScalar	arithmetic Non-zero scalar type.
PublicKey	arithmetic Elliptic curve public keys.
SecretKey	zeroize Elliptic curve secret keys.

Constants

ALGORITHM_OID

pkcs8 Algorithm ObjectIdentifier for elliptic curve public key cryptography.

Traits

AlgorithmParameters	pkcs8 Associate an ObjectIdentifier (OID) with an elliptic curve algorithm implementation.
Curve	Elliptic curve.
Field	This trait represents an element of a field.
Group	This trait represents an element of a cryptographic group.
JwkParameters	jwk Elliptic curve parameters used by JSON Web Keys.
ProjectiveArithmetic	arithmetic Elliptic curve with projective arithmetic implementation.

Type Definitions

AffinePoint	arithmetic Affine point type for a given curve with a ProjectiveArithmetic implementation.
FieldBytes	Byte representation of a base/scalar field element of a given curve.
ProjectivePoint	arithmetic Projective point type for a given curve with a ProjectiveArithmetic implementation.
Result	Result type.
Scalar	arithmetic Scalar field element for a particular elliptic curve.
ScalarBits	arithmetic Bit representation of a scalar field element of a given curve.