// Type definitions for secp256k1 4.0 // Project: https://github.com/cryptocoinjs/secp256k1-node // Definitions by: Anler // Definitions: https://github.com/DefinitelyTyped/DefinitelyTyped /// /** Options for the `sign` function */ export interface SignOptions { /** Nonce generator. By default it is rfc6979 */ noncefn?: ((message: Uint8Array, privateKey: Uint8Array, algo: Uint8Array | null, data: Uint8Array | null, attempt: number) => Uint8Array) | undefined; /** * Additional data for noncefn (RFC 6979 3.6) (32 bytes). * * By default is `null`. */ data?: Uint8Array | undefined; } export interface ecdhOptions { data?: Uint8Array | undefined; xbuf?: Uint8Array | undefined; ybuf?: Uint8Array | undefined; hashfn?: ((x: Uint8Array, y: Uint8Array, data: Uint8Array) => Uint8Array) | undefined; } /** * Updates the context randomization to protect against side-channel leakage, `seed` should be Uint8Array with length 32. */ export function contextRandomize(seed: Uint8Array): void; /** * Verify an ECDSA privateKey. */ export function privateKeyVerify(privateKey: Uint8Array): boolean; /** * Export a privateKey in DER format. */ export function privateKeyExport(privateKey: Uint8Array, compressed?: boolean): Uint8Array; /** * Import a privateKey in DER format. */ export function privateKeyImport(privateKey: Uint8Array): Uint8Array; /** * Negate a privateKey by subtracting it from the order of the curve's base point. */ export function privateKeyNegate(privateKey: Uint8Array): Uint8Array; /** * Compute the inverse of a privateKey (modulo the order of the curve's base point). */ export function privateKeyModInverse(privateKey: Uint8Array): Uint8Array; /** * Tweak a privateKey by adding tweak to it. */ export function privateKeyTweakAdd(privateKey: Uint8Array, tweak: Uint8Array): Uint8Array; /** * Tweak a privateKey by multiplying it by a tweak. */ export function privateKeyTweakMul(privateKey: Uint8Array, tweak: Uint8Array): Uint8Array; /** * Compute the public key for a privateKey. */ export function publicKeyCreate(privateKey: Uint8Array, compressed?: boolean, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array; /** * Convert a publicKey to compressed or uncompressed form. */ export function publicKeyConvert(publicKey: Uint8Array, compressed?: boolean, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array; /** * Negates a public key in place. */ export function publicKeyNegate(publicKey: Uint8Array, compressed?: boolean, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array; /** * Verify an ECDSA publicKey. */ export function publicKeyVerify(publicKey: Uint8Array): boolean; /** * Tweak a publicKey by adding tweak times the generator to it. */ export function publicKeyTweakAdd(publicKey: Uint8Array, tweak: Uint8Array, compressed?: boolean, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array; /** * Tweak a publicKey by multiplying it by a tweak value. */ export function publicKeyTweakMul(publicKey: Uint8Array, tweak: Uint8Array, compressed?: boolean, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array; /** * Add a given publicKeys together. */ export function publicKeyCombine(publicKeys: Uint8Array[], compressed?: boolean, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array; /** * Convert a signature to a normalized lower-S form. */ export function signatureNormalize(signature: Uint8Array): Uint8Array; /** * Serialize an ECDSA signature in DER format. */ export function signatureExport(signature: Uint8Array, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array; /** * Parse a DER ECDSA signature (follow by BIP66). */ export function signatureImport(signature: Uint8Array, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array; /** * Create an ECDSA signature. Always return low-S signature. * * Inputs: 32-byte message `m`, 32-byte scalar key `d`, 32-byte scalar nonce `k`. * - Compute point `R = k * G`. Reject nonce if R's `x` coordinate is zero. * - Compute 32-byte scalar `r`, the serialization of R's `x` coordinate. * - Compose 32-byte scalar `s = k^-1 * (r * d + m)`. Reject nonce if `s` is zero. * - The signature is `(r, s)`. */ export function ecdsaSign(message: Uint8Array, privateKey: Uint8Array, options?: SignOptions, output?: Uint8Array | ((len: number) => Uint8Array)): {signature: Uint8Array, recid: number}; /** * Verify an ECDSA signature. * * Note: return false for high signatures! * * Inputs: 32-byte message `m`, public key point `Q`, signature: (32-byte `r`, scalar `s`). * - Signature is invalid if `r` is zero. * - Signature is invalid if `s` is zero. * - Compute point `R = (s^-1 * m * G + s^-1 * r * Q)`. Reject if `R` is infinity. * - Signature is valid if R's `x` coordinate equals to `r`. */ export function ecdsaVerify(signature: Uint8Array, message: Uint8Array, publicKey: Uint8Array): boolean; /** * Recover an ECDSA public key from a signature. */ export function ecdsaRecover(signature: Uint8Array, recid: number, message: Uint8Array, compressed?: boolean, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array; /** * Compute an EC Diffie-Hellman secret and applied sha256 to compressed public key. */ export function ecdh(publicKey: Uint8Array, privateKey: Uint8Array, opt?: ecdhOptions, output?: Uint8Array | ((len: number) => Uint8Array)): Uint8Array;