Mul multiplies a point n times on the elliptic curve

Equal compares the X and Y coord of a Point and returns true if are the same

Add adds two points p1 and p2 and gets q, returns the negate of q

String returns the components of the point in a string

NewEC (y^2 = x^3 + ax + b) mod q, where q is a prime number

Order returns smallest n where nG = O (point at zero)

At gets a point x in the curve

Encrypt encrypts a message m with given PublicKey

Decrypt deencrypts a ciphertext c with given PrivateKey

Encrypt encrypts a message m with given PublicKey

GenerateKeyPair generates a random private and public key

Hash calculates a hash concatenating a given message bytes with a given EC Point. H(M||R)

Hash hashes a message m

NewEG defines a new EG data structure

NewKeys generate new Private Key and Public Key

PubK returns the public key Point calculated from the private key over the elliptic curve

RandInt returns a random integer between two values

Sign performs the BLS signature of a message m

Decrypt deencrypts a ciphertext c with given PublicKey and PrivateKey

Encrypt encrypts a point m with the public key point, returns two points

Gen generates the Schnorr scheme

TODO add valid checker point function Valid() Neg returns the inverse of the P point on the elliptic curve

NewDSA defines a new DSA data structure

PubK returns the public key Point calculated from the private key over the elliptic curve

Sign performs the signature of the message m with the given private key

Verify checks if the given public key matches with the given signature of the message m, in the given EC

Verify checks the signature of a message m with the given Public Key

AggregateSignatures s = s0 + s1 + s2 ...

Blind blinds a message

BlindSign blind signs a message without knowing the content

Decrypt decrypts c (two points) with the private key, returns the point decrypted

Gcd returns the greatest common divisor

GenerateKeyPair generates a random private and public key

HomomorphicAddition calculates the addition of tow encrypted values given a PublicKey

HomomorphicMul calculates the multiplication of tow encrypted values given a PublicKey

NewBLS generates a new BLS scheme

SieveOfEratosthenes returns a list of primes less than N

Sign performs the ECDSA signature

Unblind unblinds the Blinded Signature

Verify verifies the signature of a message given the PublicKey of the signer

Verify validates the ECDSA signature

VerifyAggregatedSignatures ê(G,S) == ê(P, H(m)) ê(G, s0+s1+s2...) == ê(p0+p1+p2..., H(m))

BytesToHex converts from an array of bytes to a hex encoded string

HexToBytes converts from a hex string into an array of bytes

RandPrime returns a random prime number between two values