@nikkolasg/noble-bls12-381/lib/fp12.d.ts

Noble BLS12-381 pairing-friendly curve. High-security, easily auditable, 0-dep aggregated signatures & pubkey.

import { Fp } from "./fp";
import { Group } from "./group";
export declare type BigintTwelve = [bigint, bigint, bigint, bigint, bigint, bigint, bigint, bigint, bigint, bigint, bigint, bigint];
declare type Fp12Like = Fp12 | BigintTwelve;
export declare type FpTwelve = [Fp, Fp, Fp, Fp, Fp, Fp, Fp, Fp, Fp, Fp, Fp, Fp];
export declare class Fp12 implements Group<BigintTwelve> {
    private coefficients;
    private static readonly MODULE_COEFFICIENTS;
    private static readonly ENTRY_COEFFICIENTS;
    get value(): BigintTwelve;
    get zero(): Fp12;
    get one(): Fp12;
    constructor();
    constructor(c0: Fp, c1: Fp, c2: Fp, c3: Fp, c4: Fp, c5: Fp, c6: Fp, c7: Fp, c8: Fp, c9: Fp, c10: Fp, c11: Fp);
    constructor(c0: bigint, c1: bigint, c2: bigint, c3: bigint, c4: bigint, c5: bigint, c6: bigint, c7: bigint, c8: bigint, c9: bigint, c10: bigint, c11: bigint);
    normalize(v: Fp12Like | bigint): bigint | Fp12;
    isEmpty(): boolean;
    equals(rhs: Fp12Like): boolean;
    negative(): Fp12;
    add(rhs: Fp12Like): Fp12;
    subtract(rhs: Fp12Like): Fp12;
    multiply(otherValue: Fp12Like | bigint): Fp12;
    square(): Fp12;
    pow(n: bigint): Fp12;
    private degree;
    private primeNumberInvariant;
    private optimizedRoundedDiv;
    invert(): Fp12;
    div(otherValue: Fp12 | bigint): Fp12;
}
export {};