/** * 椭圆曲线域元素 */ declare class ECFieldElementFp { constructor(q: any, x: any); /** * 判断相等 */ equals(other: any): any; /** * 返回具体数值 */ toBigInteger(): any; /** * 取反 */ negate(): ECFieldElementFp; /** * 相加 */ add(b: any): ECFieldElementFp; /** * 相减 */ subtract(b: any): ECFieldElementFp; /** * 相乘 */ multiply(b: any): ECFieldElementFp; /** * 相除 */ divide(b: any): ECFieldElementFp; /** * 平方 */ square(): ECFieldElementFp; } export declare class ECPointFp { constructor(curve: any, x: any, y: any, z: any); getX(): any; getY(): any; /** * 判断相等 */ equals(other: any): any; /** * 是否是无穷远点 */ isInfinity(): any; /** * 取反,x 轴对称点 */ negate(): ECPointFp; /** * 相加 * * 标准射影坐标系: * * λ1 = x1 * z2 * λ2 = x2 * z1 * λ3 = λ1 − λ2 * λ4 = y1 * z2 * λ5 = y2 * z1 * λ6 = λ4 − λ5 * λ7 = λ1 + λ2 * λ8 = z1 * z2 * λ9 = λ3^2 * λ10 = λ3 * λ9 * λ11 = λ8 * λ6^2 − λ7 * λ9 * x3 = λ3 * λ11 * y3 = λ6 * (λ9 * λ1 − λ11) − λ4 * λ10 * z3 = λ10 * λ8 */ add(b: any): any; /** * 自加 * * 标准射影坐标系: * * λ1 = 3 * x1^2 + a * z1^2 * λ2 = 2 * y1 * z1 * λ3 = y1^2 * λ4 = λ3 * x1 * z1 * λ5 = λ2^2 * λ6 = λ1^2 − 8 * λ4 * x3 = λ2 * λ6 * y3 = λ1 * (4 * λ4 − λ6) − 2 * λ5 * λ3 * z3 = λ2 * λ5 */ twice(): any; /** * 倍点计算 */ multiply(k: any): any; } /** * 椭圆曲线 y^2 = x^3 + ax + b */ export declare class ECCurveFp { constructor(q: any, a: any, b: any); /** * 判断两个椭圆曲线是否相等 */ equals(other: any): any; /** * 生成椭圆曲线域元素 */ fromBigInteger(x: any): ECFieldElementFp; /** * 解析 16 进制串为椭圆曲线点 */ decodePointHex(s: any): any; } declare const _default: { ECPointFp: typeof ECPointFp; ECCurveFp: typeof ECCurveFp; }; export default _default;