Documentation ¶
Overview ¶
Package group provides prime-order groups based on elliptic curves.
Index ¶
Constants ¶
This section is empty.
Variables ¶
Functions ¶
Types ¶
type Element ¶
type Element interface { // Returns the group that the element belongs to. Group() Group // Set the receiver to x, and returns the receiver. Set(x Element) Element // Copy returns a new element equal to the receiver. Copy() Element // IsIdentity returns true if the receiver is the identity element of the // group. IsIdentity() bool // IsEqual returns true if the receiver is equal to x. IsEqual(x Element) bool // CMov sets the receiver to x if b=1; the receiver is unmodified if b=0; // otherwise panics if b is not 0 or 1. In all the cases, it returns the // receiver. CMov(b int, x Element) Element // CSelect sets the receiver to x if b=1; sets the receiver to y if b=0; // otherwise panics if b is not 0 or 1. In all the cases, it returns the // receiver. CSelect(b int, x, y Element) Element // Add sets the receiver to x + y, and returns the receiver. Add(x, y Element) Element // Dbl sets the receiver to 2 * x, and returns the receiver. Dbl(x Element) Element // Neg sets the receiver to -x, and returns the receiver. Neg(x Element) Element // Mul sets the receiver to s * x, and returns the receiver. Mul(x Element, s Scalar) Element // MulGen sets the receiver to s * Generator(), and returns the receiver. MulGen(s Scalar) Element // BinaryMarshaler returns a byte representation of the element. encoding.BinaryMarshaler // BinaryUnmarshaler recovers an element from a byte representation // produced either by encoding.BinaryMarshaler or MarshalBinaryCompress. encoding.BinaryUnmarshaler // MarshalBinaryCompress returns a byte representation of an element in a // compact form whenever the group supports it; otherwise, returns the // same byte representation produced by encoding.BinaryMarshaler. MarshalBinaryCompress() ([]byte, error) }
Element represents an element of a prime-order group.
type Group ¶
type Group interface { Params() *Params // Params returns parameters for the group // Creates an element of the group set to the identity of the group. NewElement() Element // Creates a scalar of the group set to zero. NewScalar() Scalar // Creates an element of the group set to the identity of the group. Identity() Element // Creates an element of the group set to the generator of the group. Generator() Element // RandomElement creates an element chosen at random (using randomness // from rnd) from the set of group elements. Use crypto/rand.Reader as // a cryptographically secure random number generator RandomElement(rnd io.Reader) Element // RandomScalar creates a scalar chosen at random (using randomness // from rnd) from the set of group scalars. Use crypto/rand.Reader as // a cryptographically secure random number generator RandomScalar(rnd io.Reader) Scalar // RandomNonZeroScalar creates a scalar chosen at random (using randomness // from rnd) from the set of group scalars. Use crypto/rand.Reader as // a cryptographically secure random number generator. It is guaranteed // the scalar is not zero. RandomNonZeroScalar(io.Reader) Scalar // HashToElement hashes a message (msg) using a domain separation string // (dst) producing a group element with uniform distribution. HashToElement(msg, dst []byte) Element // HashToElementNonUniform hashes a message (msg) using a domain separation // string (dst) producing a group element with nonuniform distribution. HashToElementNonUniform(msg, dst []byte) Element // HashToScalar hashes a message (msg) using a domain separation string // (dst) producing a group scalar with uniform distribution. HashToScalar(msg, dst []byte) Scalar }
Group represents an additive prime-order group based on elliptic curves.
var Ristretto255 Group = ristrettoGroup{}
Ristretto255 is a quotient group generated from the edwards25519 curve.
type Params ¶
type Params struct { ElementLength uint // Length in bytes of an element. CompressedElementLength uint // Length in bytes of a compressed element. ScalarLength uint // Length in bytes of a scalar. }
Params stores the size in bytes of elements and scalars.
type Scalar ¶
type Scalar interface { // Returns the group that the scalar belongs to. Group() Group // Set the receiver to x, and returns the receiver. Set(x Scalar) Scalar // Copy returns a new scalar equal to the receiver. Copy() Scalar // IsZero returns true if the receiver is equal to zero. IsZero() bool // IsEqual returns true if the receiver is equal to x. IsEqual(x Scalar) bool // SetUint64 sets the receiver to x, and returns the receiver. SetUint64(x uint64) Scalar // SetBigInt sets the receiver to x, and returns the receiver. // Warning: operations on big.Int are not constant time. Do not use them // for cryptography unless you're sure it's safe in your use-case. SetBigInt(b *big.Int) Scalar // CMov sets the receiver to x if b=1; the receiver is unmodified if b=0; // otherwise panics if b is not 0 or 1. In all the cases, it returns the // receiver. CMov(b int, x Scalar) Scalar // CSelect sets the receiver to x if b=1; sets the receiver to y if b=0; // otherwise panics if b is not 0 or 1. In all the cases, it returns the // receiver. CSelect(b int, x, y Scalar) Scalar // Add sets the receiver to x + y, and returns the receiver. Add(x, y Scalar) Scalar // Sub sets the receiver to x - y, and returns the receiver. Sub(x, y Scalar) Scalar // Mul sets the receiver to x * y, and returns the receiver. Mul(x, y Scalar) Scalar // Neg sets the receiver to -x, and returns the receiver. Neg(x Scalar) Scalar // Inv sets the receiver to 1/x, and returns the receiver. Inv(x Scalar) Scalar // BinaryMarshaler returns a byte representation of the scalar. encoding.BinaryMarshaler // BinaryUnmarshaler recovers a scalar from a byte representation produced // by encoding.BinaryMarshaler. encoding.BinaryUnmarshaler }
Scalar represents a scalar of a prime-order group.
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