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elliptic - npm Package Compare versions
Comparing version 0.12.0 to 0.13.1
@@ -7,8 +7,10 @@ var assert = require('assert'); | ||
| this.p = new bn(conf.p, 16); | ||
| this.mont = bn.mont(this.p); | ||
| this.a = new bn(conf.a, 16).toMont(this.mont); | ||
| this.b = new bn(conf.b, 16).toMont(this.mont); | ||
| this.tinv = new bn(2).invm(this.p).toMont(this.mont); | ||
| this.mOne = new bn(1).toMont(this.mont); | ||
| // Use Montgomery, when there is no fast reduction for the prime | ||
| this.red = conf.prime ? bn.red(conf.prime) : bn.mont(this.p); | ||
| this.a = new bn(conf.a, 16).toRed(this.red); | ||
| this.b = new bn(conf.b, 16).toRed(this.red); | ||
| this.tinv = new bn(2).toRed(this.red).redInvm(); | ||
| this.mOne = new bn(1).toRed(this.red); | ||
| this.zeroA = this.a.cmpn(0) === 0; | ||
@@ -18,4 +20,4 @@ } | ||
| Curve.prototype.point = function point(x, y, isMont) { | ||
| return new Point(this, x, y, isMont); | ||
| Curve.prototype.point = function point(x, y, isRed) { | ||
| return new Point(this, x, y, isRed); | ||
| }; | ||
@@ -25,13 +27,13 @@ | ||
| x = new bn(x, 16); | ||
| if (!x.mont) | ||
| x = x.toMont(this.mont); | ||
| if (!x.red) | ||
| x = x.toRed(this.red); | ||
| var y2 = x.montSqr().montMul(x).montAdd(x.montMul(this.a)).montAdd(this.b); | ||
| var y = y2.montSqrt(); | ||
| var y2 = x.redSqr().redMul(x).redAdd(x.redMul(this.a)).redAdd(this.b); | ||
| var y = y2.redSqrt(); | ||
| // XXX Is there any way to tell if the number is odd without converting it | ||
| // to non-mont form? | ||
| var isOdd = y.fromMont().isOdd(); | ||
| // to non-red form? | ||
| var isOdd = y.fromRed().isOdd(); | ||
| if (odd && !isOdd || !odd && isOdd) | ||
| y = y.montNeg(); | ||
| y = y.redNeg(); | ||
@@ -45,4 +47,4 @@ return this.point(x, y); | ||
| Curve.prototype.pointFromJSON = function pointFromJSON(obj, mont) { | ||
| return Point.fromJSON(this, obj, mont); | ||
| Curve.prototype.pointFromJSON = function pointFromJSON(obj, red) { | ||
| return Point.fromJSON(this, obj, red); | ||
| }; | ||
@@ -57,5 +59,5 @@ | ||
| var ax = this.a.montMul(x); | ||
| var rhs = x.montSqr().montMul(x).montIAdd(ax).montIAdd(this.b); | ||
| return y.montSqr().montISub(rhs).cmpn(0) === 0; | ||
| var ax = this.a.redMul(x); | ||
| var rhs = x.redSqr().redMul(x).redIAdd(ax).redIAdd(this.b); | ||
| return y.redSqr().redISub(rhs).cmpn(0) === 0; | ||
| }; | ||
@@ -123,3 +125,3 @@ | ||
| function Point(curve, x, y, isMont) { | ||
| function Point(curve, x, y, isRed) { | ||
| this.type = 'affine'; | ||
@@ -134,11 +136,11 @@ this.curve = curve; | ||
| this.y = new bn(y, 16); | ||
| // Force montgomery representation when loading from JSON | ||
| if (isMont) { | ||
| this.x.forceMont(this.curve.mont); | ||
| this.y.forceMont(this.curve.mont); | ||
| // Force redgomery representation when loading from JSON | ||
| if (isRed) { | ||
| this.x.forceRed(this.curve.red); | ||
| this.y.forceRed(this.curve.red); | ||
| } | ||
| if (!this.x.mont) | ||
| this.x = this.x.toMont(this.curve.mont); | ||
| if (!this.y.mont) | ||
| this.y = this.y.toMont(this.curve.mont); | ||
| if (!this.x.red) | ||
| this.x = this.x.toRed(this.curve.red); | ||
| if (!this.y.red) | ||
| this.y = this.y.toRed(this.curve.red); | ||
| this.inf = false; | ||
@@ -169,10 +171,10 @@ } | ||
| Point.fromJSON = function fromJSON(curve, obj, mont) { | ||
| Point.fromJSON = function fromJSON(curve, obj, red) { | ||
| if (typeof obj === 'string') | ||
| obj = JSON.parse(obj); | ||
| var res = curve.point(obj[0], obj[1], mont); | ||
| var res = curve.point(obj[0], obj[1], red); | ||
| if (!obj[2]) | ||
| return res; | ||
| res.precomputed = obj[2].map(function(obj) { | ||
| return curve.point(obj[0], obj[1], mont); | ||
| return curve.point(obj[0], obj[1], red); | ||
| }); | ||
@@ -185,4 +187,4 @@ return res; | ||
| return '<EC Point Infinity>'; | ||
| return '<EC Point x: ' + this.x.fromMont().toString(16) + | ||
| ' y: ' + this.y.fromMont().toString(16) + | ||
| return '<EC Point x: ' + this.x.fromRed().toString(16) + | ||
| ' y: ' + this.y.fromRed().toString(16) + | ||
| ' pc: ' + (this.precomputed && this.precomputed.length || 0) + '>'; | ||
@@ -216,5 +218,5 @@ }; | ||
| var c = this.y.montSub(p.y).montMul(this.x.montSub(p.x).montInvm()); | ||
| var nx = c.montSqr().montISub(this.x).montISub(p.x); | ||
| var ny = c.montMul(this.x.montSub(nx)).montISub(this.y); | ||
| var c = this.y.redSub(p.y).redMul(this.x.redSub(p.x).redInvm()); | ||
| var nx = c.redSqr().redISub(this.x).redISub(p.x); | ||
| var ny = c.redMul(this.x.redSub(nx)).redISub(this.y); | ||
| return this.curve.point(nx, ny); | ||
@@ -235,3 +237,3 @@ }; | ||
| // 2P = O | ||
| var ys1 = this.y.montAdd(this.y); | ||
| var ys1 = this.y.redAdd(this.y); | ||
| if (ys1.cmpn(0) === 0) | ||
@@ -242,8 +244,8 @@ return this.curve.point(null, null); | ||
| var x2 = this.x.montSqr(); | ||
| var dyinv = ys1.montInvm(); | ||
| var c = x2.montAdd(x2).montIAdd(x2).montIAdd(a).montMul(dyinv); | ||
| var x2 = this.x.redSqr(); | ||
| var dyinv = ys1.redInvm(); | ||
| var c = x2.redAdd(x2).redIAdd(x2).redIAdd(a).redMul(dyinv); | ||
| var nx = c.montSqr().montISub(this.x.montAdd(this.x)); | ||
| var ny = c.montMul(this.x.montSub(nx)).montISub(this.y); | ||
| var nx = c.redSqr().redISub(this.x.redAdd(this.x)); | ||
| var ny = c.redMul(this.x.redSub(nx)).redISub(this.y); | ||
| return this.curve.point(nx, ny); | ||
@@ -253,7 +255,7 @@ }; | ||
| Point.prototype.getX = function getX() { | ||
| return this.x.fromMont(); | ||
| return this.x.fromRed(); | ||
| }; | ||
| Point.prototype.getY = function getY() { | ||
| return this.y.fromMont(); | ||
| return this.y.fromRed(); | ||
| }; | ||
@@ -551,3 +553,3 @@ | ||
| return this.curve.point(this.x, this.y.montNeg()); | ||
| return this.curve.point(this.x, this.y.redNeg()); | ||
| }; | ||
@@ -575,8 +577,8 @@ | ||
| } | ||
| if (!this.x.mont) | ||
| this.x = this.x.toMont(this.curve.mont); | ||
| if (!this.y.mont) | ||
| this.y = this.y.toMont(this.curve.mont); | ||
| if (!this.z.mont) | ||
| this.z = this.z.toMont(this.curve.mont); | ||
| if (!this.x.red) | ||
| this.x = this.x.toRed(this.curve.red); | ||
| if (!this.y.red) | ||
| this.y = this.y.toRed(this.curve.red); | ||
| if (!this.z.red) | ||
| this.z = this.z.toRed(this.curve.red); | ||
@@ -590,6 +592,6 @@ this.zOne = this.z === this.curve.mOne; | ||
| var zinv = this.z.montInvm(); | ||
| var zinv2 = zinv.montSqr(); | ||
| var ax = this.x.montMul(zinv2); | ||
| var ay = this.y.montMul(zinv2).montMul(zinv); | ||
| var zinv = this.z.redInvm(); | ||
| var zinv2 = zinv.redSqr(); | ||
| var ax = this.x.redMul(zinv2); | ||
| var ay = this.y.redMul(zinv2).redMul(zinv); | ||
@@ -600,3 +602,3 @@ return this.curve.point(ax, ay); | ||
| JPoint.prototype.neg = function neg() { | ||
| return this.curve.jpoint(this.x, this.y.montNeg(), this.z); | ||
| return this.curve.jpoint(this.x, this.y.redNeg(), this.z); | ||
| }; | ||
@@ -614,11 +616,11 @@ | ||
| // 12M + 4S + 7A | ||
| var pz2 = p.z.montSqr(); | ||
| var z2 = this.z.montSqr(); | ||
| var u1 = this.x.montMul(pz2); | ||
| var u2 = p.x.montMul(z2); | ||
| var s1 = this.y.montMul(pz2.montMul(p.z)); | ||
| var s2 = p.y.montMul(z2.montMul(this.z)); | ||
| var pz2 = p.z.redSqr(); | ||
| var z2 = this.z.redSqr(); | ||
| var u1 = this.x.redMul(pz2); | ||
| var u2 = p.x.redMul(z2); | ||
| var s1 = this.y.redMul(pz2.redMul(p.z)); | ||
| var s2 = p.y.redMul(z2.redMul(this.z)); | ||
| var h = u1.montSub(u2); | ||
| var r = s1.montSub(s2); | ||
| var h = u1.redSub(u2); | ||
| var r = s1.redSub(s2); | ||
| if (h.cmpn(0) === 0) { | ||
@@ -631,9 +633,9 @@ if (r.cmpn(0) !== 0) | ||
| var h2 = h.montSqr(); | ||
| var h3 = h2.montMul(h); | ||
| var v = u1.montMul(h2); | ||
| var h2 = h.redSqr(); | ||
| var h3 = h2.redMul(h); | ||
| var v = u1.redMul(h2); | ||
| var nx = r.montSqr().montIAdd(h3).montISub(v).montISub(v); | ||
| var ny = r.montMul(v.montISub(nx)).montISub(s1.montMul(h3)); | ||
| var nz = this.z.montMul(p.z).montMul(h); | ||
| var nx = r.redSqr().redIAdd(h3).redISub(v).redISub(v); | ||
| var ny = r.redMul(v.redISub(nx)).redISub(s1.redMul(h3)); | ||
| var nz = this.z.redMul(p.z).redMul(h); | ||
@@ -652,10 +654,10 @@ return this.curve.jpoint(nx, ny, nz); | ||
| var z2 = this.z.montSqr(); | ||
| var z2 = this.z.redSqr(); | ||
| var u1 = this.x; | ||
| var u2 = p.x.montMul(z2); | ||
| var u2 = p.x.redMul(z2); | ||
| var s1 = this.y; | ||
| var s2 = p.y.montMul(z2).montMul(this.z); | ||
| var s2 = p.y.redMul(z2).redMul(this.z); | ||
| var h = u1.montSub(u2); | ||
| var r = s1.montSub(s2); | ||
| var h = u1.redSub(u2); | ||
| var r = s1.redSub(s2); | ||
| if (h.cmpn(0) === 0) { | ||
@@ -668,9 +670,9 @@ if (r.cmpn(0) !== 0) | ||
| var h2 = h.montSqr(); | ||
| var h3 = h2.montMul(h); | ||
| var v = u1.montMul(h2); | ||
| var h2 = h.redSqr(); | ||
| var h3 = h2.redMul(h); | ||
| var v = u1.redMul(h2); | ||
| var nx = r.montSqr().montIAdd(h3).montISub(v).montISub(v); | ||
| var ny = r.montMul(v.montISub(nx)).montISub(s1.montMul(h3)); | ||
| var nz = this.z.montMul(h); | ||
| var nx = r.redSqr().redIAdd(h3).redISub(v).redISub(v); | ||
| var ny = r.redMul(v.redISub(nx)).redISub(s1.redMul(h3)); | ||
| var nz = this.z.redMul(h); | ||
@@ -701,20 +703,20 @@ return this.curve.jpoint(nx, ny, nz); | ||
| var jz = this.z; | ||
| var jz4 = jz.montSqr().montSqr(); | ||
| var jz4 = jz.redSqr().redSqr(); | ||
| // Reuse results | ||
| var jyd = jy.montAdd(jy); | ||
| var jyd = jy.redAdd(jy); | ||
| for (var i = 0; i < pow; i++) { | ||
| var jx2 = jx.montSqr(); | ||
| var jyd2 = jyd.montSqr(); | ||
| var jyd4 = jyd2.montSqr(); | ||
| var c = jx2.montAdd(jx2).montIAdd(jx2).montIAdd(a.montMul(jz4)); | ||
| var jx2 = jx.redSqr(); | ||
| var jyd2 = jyd.redSqr(); | ||
| var jyd4 = jyd2.redSqr(); | ||
| var c = jx2.redAdd(jx2).redIAdd(jx2).redIAdd(a.redMul(jz4)); | ||
| var t1 = jx.montMul(jyd2); | ||
| var nx = c.montSqr().montISub(t1.montAdd(t1)); | ||
| var t2 = t1.montISub(nx); | ||
| var dny = c.montMul(t2); | ||
| dny = dny.montIAdd(dny).montISub(jyd4); | ||
| var nz = jyd.montMul(jz); | ||
| var t1 = jx.redMul(jyd2); | ||
| var nx = c.redSqr().redISub(t1.redAdd(t1)); | ||
| var t2 = t1.redISub(nx); | ||
| var dny = c.redMul(t2); | ||
| dny = dny.redIAdd(dny).redISub(jyd4); | ||
| var nz = jyd.redMul(jz); | ||
| if (i + 1 < pow) | ||
| jz4 = jz4.montMul(jyd4); | ||
| jz4 = jz4.redMul(jyd4); | ||
@@ -726,3 +728,3 @@ jx = nx; | ||
| return this.curve.jpoint(jx, jyd.montMul(tinv), jz); | ||
| return this.curve.jpoint(jx, jyd.redMul(tinv), jz); | ||
| }; | ||
@@ -747,19 +749,19 @@ | ||
| // XX = X1^2 | ||
| var xx = this.x.montSqr(); | ||
| var xx = this.x.redSqr(); | ||
| // YY = Y1^2 | ||
| var yy = this.y.montSqr(); | ||
| var yy = this.y.redSqr(); | ||
| // YYYY = YY^2 | ||
| var yyyy = yy.montSqr(); | ||
| var yyyy = yy.redSqr(); | ||
| // S = 2 * ((X1 + YY)^2 - XX - YYYY) | ||
| var s = this.x.montAdd(yy).montSqr().montISub(xx).montISub(yyyy); | ||
| s = s.montIAdd(s); | ||
| var s = this.x.redAdd(yy).redSqr().redISub(xx).redISub(yyyy); | ||
| s = s.redIAdd(s); | ||
| // M = 3 * XX + a; a = 0 | ||
| var m = xx.montAdd(xx).montIAdd(xx); | ||
| var m = xx.redAdd(xx).redIAdd(xx); | ||
| // T = M ^ 2 - 2*S | ||
| var t = m.montSqr().montISub(s).montISub(s); | ||
| var t = m.redSqr().redISub(s).redISub(s); | ||
| // 8 * YYYY | ||
| var yyyy8 = yyyy.montIAdd(yyyy); | ||
| yyyy8 = yyyy8.montIAdd(yyyy8); | ||
| yyyy8 = yyyy8.montIAdd(yyyy8); | ||
| var yyyy8 = yyyy.redIAdd(yyyy); | ||
| yyyy8 = yyyy8.redIAdd(yyyy8); | ||
| yyyy8 = yyyy8.redIAdd(yyyy8); | ||
@@ -769,5 +771,5 @@ // X3 = T | ||
| // Y3 = M * (S - T) - 8 * YYYY | ||
| var ny = m.montMul(s.montISub(t)).montISub(yyyy8); | ||
| var ny = m.redMul(s.redISub(t)).redISub(yyyy8); | ||
| // Z3 = 2*Y1 | ||
| var nz = this.y.montAdd(this.y); | ||
| var nz = this.y.redAdd(this.y); | ||
| } else { | ||
@@ -778,27 +780,27 @@ // http://hyperelliptic.org/EFD/g1p/auto-shortw-jacobian-0.html#doubling-dbl-2009-l | ||
| // A = X1^2 | ||
| var a = this.x.montSqr(); | ||
| var a = this.x.redSqr(); | ||
| // B = Y1^2 | ||
| var b = this.y.montSqr(); | ||
| var b = this.y.redSqr(); | ||
| // C = B^2 | ||
| var c = b.montSqr(); | ||
| var c = b.redSqr(); | ||
| // D = 2 * ((X1 + B)^2 - A - C) | ||
| var d = this.x.montAdd(b).montSqr().montISub(a).montISub(c); | ||
| d = d.montIAdd(d); | ||
| var d = this.x.redAdd(b).redSqr().redISub(a).redISub(c); | ||
| d = d.redIAdd(d); | ||
| // E = 3 * A | ||
| var e = a.montAdd(a).montIAdd(a); | ||
| var e = a.redAdd(a).redIAdd(a); | ||
| // F = E^2 | ||
| var f = e.montSqr(); | ||
| var f = e.redSqr(); | ||
| // 8 * C | ||
| var c8 = c.montIAdd(c); | ||
| c8 = c8.montIAdd(c8); | ||
| c8 = c8.montIAdd(c8); | ||
| var c8 = c.redIAdd(c); | ||
| c8 = c8.redIAdd(c8); | ||
| c8 = c8.redIAdd(c8); | ||
| // X3 = F - 2 * D | ||
| var nx = f.montISub(d).montISub(d); | ||
| var nx = f.redISub(d).redISub(d); | ||
| // Y3 = E * (D - X3) - 8 * C | ||
| var ny = e.montMul(d.montISub(nx)).montISub(c8); | ||
| var ny = e.redMul(d.redISub(nx)).redISub(c8); | ||
| // Z3 = 2 * Y1 * Z1 | ||
| var nz = this.y.montMul(this.z); | ||
| nz = nz.montIAdd(nz); | ||
| var nz = this.y.redMul(this.z); | ||
| nz = nz.redIAdd(nz); | ||
| } | ||
@@ -817,21 +819,21 @@ | ||
| var jz = this.z; | ||
| var jz4 = jz.montSqr().montSqr(); | ||
| var jz4 = jz.redSqr().redSqr(); | ||
| var jx2 = jx.montSqr(); | ||
| var jy2 = jy.montSqr(); | ||
| var jx2 = jx.redSqr(); | ||
| var jy2 = jy.redSqr(); | ||
| var c = jx2.montAdd(jx2).montIAdd(jx2).montIAdd(a.montMul(jz4)); | ||
| var c = jx2.redAdd(jx2).redIAdd(jx2).redIAdd(a.redMul(jz4)); | ||
| var jxd4 = jx.montAdd(jx); | ||
| jxd4 = jxd4.montIAdd(jxd4); | ||
| var t1 = jxd4.montMul(jy2); | ||
| var nx = c.montSqr().montISub(t1.montAdd(t1)); | ||
| var t2 = t1.montISub(nx); | ||
| var jxd4 = jx.redAdd(jx); | ||
| jxd4 = jxd4.redIAdd(jxd4); | ||
| var t1 = jxd4.redMul(jy2); | ||
| var nx = c.redSqr().redISub(t1.redAdd(t1)); | ||
| var t2 = t1.redISub(nx); | ||
| var jyd8 = jy2.montSqr(); | ||
| jyd8 = jyd8.montIAdd(jyd8); | ||
| jyd8 = jyd8.montIAdd(jyd8); | ||
| jyd8 = jyd8.montIAdd(jyd8); | ||
| var ny = c.montMul(t2).montISub(jyd8); | ||
| var nz = jy.montAdd(jy).montMul(jz); | ||
| var jyd8 = jy2.redSqr(); | ||
| jyd8 = jyd8.redIAdd(jyd8); | ||
| jyd8 = jyd8.redIAdd(jyd8); | ||
| jyd8 = jyd8.redIAdd(jyd8); | ||
| var ny = c.redMul(t2).redISub(jyd8); | ||
| var nz = jy.redAdd(jy).redMul(jz); | ||
@@ -849,41 +851,41 @@ return this.curve.jpoint(nx, ny, nz); | ||
| // XX = X1^2 | ||
| var xx = this.x.montSqr(); | ||
| var xx = this.x.redSqr(); | ||
| // YY = Y1^2 | ||
| var yy = this.y.montSqr(); | ||
| var yy = this.y.redSqr(); | ||
| // ZZ = Z1^2 | ||
| var zz = this.z.montSqr(); | ||
| var zz = this.z.redSqr(); | ||
| // YYYY = YY^2 | ||
| var yyyy = yy.montSqr(); | ||
| var yyyy = yy.redSqr(); | ||
| // M = 3 * XX + a * ZZ2; a = 0 | ||
| var m = xx.montAdd(xx).montIAdd(xx); | ||
| var m = xx.redAdd(xx).redIAdd(xx); | ||
| // MM = M^2 | ||
| var mm = m.montSqr(); | ||
| var mm = m.redSqr(); | ||
| // E = 6 * ((X1 + YY)^2 - XX - YYYY) - MM | ||
| var e = this.x.montAdd(yy).montSqr().montISub(xx).montISub(yyyy); | ||
| e = e.montIAdd(e); | ||
| e = e.montAdd(e).montIAdd(e); | ||
| e = e.montISub(mm); | ||
| var e = this.x.redAdd(yy).redSqr().redISub(xx).redISub(yyyy); | ||
| e = e.redIAdd(e); | ||
| e = e.redAdd(e).redIAdd(e); | ||
| e = e.redISub(mm); | ||
| // EE = E^2 | ||
| var ee = e.montSqr(); | ||
| var ee = e.redSqr(); | ||
| // T = 16*YYYY | ||
| var t = yyyy.montIAdd(yyyy); | ||
| t = t.montIAdd(t); | ||
| t = t.montIAdd(t); | ||
| t = t.montIAdd(t); | ||
| var t = yyyy.redIAdd(yyyy); | ||
| t = t.redIAdd(t); | ||
| t = t.redIAdd(t); | ||
| t = t.redIAdd(t); | ||
| // U = (M + E)^2 - MM - EE - T | ||
| var u = m.montIAdd(e).montSqr().montISub(mm).montISub(ee).montISub(t); | ||
| var u = m.redIAdd(e).redSqr().redISub(mm).redISub(ee).redISub(t); | ||
| // X3 = 4 * (X1 * EE - 4 * YY * U) | ||
| var yyu4 = yy.montMul(u); | ||
| yyu4 = yyu4.montIAdd(yyu4); | ||
| yyu4 = yyu4.montIAdd(yyu4); | ||
| var nx = this.x.montMul(ee).montISub(yyu4); | ||
| nx = nx.montIAdd(nx); | ||
| nx = nx.montIAdd(nx); | ||
| var yyu4 = yy.redMul(u); | ||
| yyu4 = yyu4.redIAdd(yyu4); | ||
| yyu4 = yyu4.redIAdd(yyu4); | ||
| var nx = this.x.redMul(ee).redISub(yyu4); | ||
| nx = nx.redIAdd(nx); | ||
| nx = nx.redIAdd(nx); | ||
| // Y3 = 8 * Y1 * (U * (T - U) - E * EE) | ||
| var ny = this.y.montMul(u.montMul(t.montISub(u)).montISub(e.montMul(ee))); | ||
| ny = ny.montIAdd(ny); | ||
| ny = ny.montIAdd(ny); | ||
| ny = ny.montIAdd(ny); | ||
| var ny = this.y.redMul(u.redMul(t.redISub(u)).redISub(e.redMul(ee))); | ||
| ny = ny.redIAdd(ny); | ||
| ny = ny.redIAdd(ny); | ||
| ny = ny.redIAdd(ny); | ||
| // Z3 = (Z1 + E)^2 - ZZ - EE | ||
| var nz = this.z.montAdd(e).montSqr().montISub(zz).montISub(ee); | ||
| var nz = this.z.redAdd(e).redSqr().redISub(zz).redISub(ee); | ||
@@ -907,11 +909,11 @@ return this.curve.jpoint(nx, ny, nz); | ||
| // x1 * z2^2 == x2 * z1^2 | ||
| var z2 = this.z.montSqr(); | ||
| var pz2 = p.z.montSqr(); | ||
| if (this.x.montMul(pz2).montISub(p.x.montMul(z2)).cmpn(0) !== 0) | ||
| var z2 = this.z.redSqr(); | ||
| var pz2 = p.z.redSqr(); | ||
| if (this.x.redMul(pz2).redISub(p.x.redMul(z2)).cmpn(0) !== 0) | ||
| return false; | ||
| // y1 * z2^3 == y2 * z1^3 | ||
| var z3 = z2.montMul(this.z); | ||
| var pz3 = pz2.montMul(p.z); | ||
| return this.y.montMul(pz3).montISub(p.y.montMul(z3)).cmpn(0) === 0; | ||
| var z3 = z2.redMul(this.z); | ||
| var pz3 = pz2.redMul(p.z); | ||
| return this.y.redMul(pz3).redISub(p.y.redMul(z3)).cmpn(0) === 0; | ||
| }; | ||
@@ -918,0 +920,0 @@ |
@@ -10,3 +10,3 @@ var nist = exports; | ||
| this.curve = new elliptic.curve(options); | ||
| this.g = this.curve.pointFromJSON(options.g, options.gMont); | ||
| this.g = this.curve.pointFromJSON(options.g, options.gRed); | ||
| this.n = new bn(options.n, 16); | ||
@@ -37,2 +37,3 @@ this.hash = options.hash; | ||
| defineCurve('p192', { | ||
| prime: null, | ||
| p: 'ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff', | ||
@@ -43,3 +44,3 @@ a: 'ffffffff ffffffff ffffffff fffffffe ffffffff fffffffc', | ||
| hash: hash.sha256, | ||
| gMont: false, | ||
| gRed: false, | ||
| g: [ | ||
@@ -52,2 +53,3 @@ '188da80e b03090f6 7cbf20eb 43a18800 f4ff0afd 82ff1012', | ||
| defineCurve('p224', { | ||
| prime: null, | ||
| p: 'ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001', | ||
@@ -58,3 +60,3 @@ a: 'ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff fffffffe', | ||
| hash: hash.sha256, | ||
| gMont: false, | ||
| gRed: false, | ||
| g: [ | ||
@@ -67,2 +69,3 @@ 'b70e0cbd 6bb4bf7f 321390b9 4a03c1d3 56c21122 343280d6 115c1d21', | ||
| defineCurve('p256', { | ||
| prime: null, | ||
| p: 'ffffffff 00000001 00000000 00000000 00000000 ffffffff ffffffff ffffffff', | ||
@@ -73,3 +76,3 @@ a: 'ffffffff 00000001 00000000 00000000 00000000 ffffffff ffffffff fffffffc', | ||
| hash: hash.sha256, | ||
| gMont: false, | ||
| gRed: false, | ||
| g: [ | ||
@@ -82,2 +85,3 @@ '6b17d1f2 e12c4247 f8bce6e5 63a440f2 77037d81 2deb33a0 f4a13945 d898c296', | ||
| defineCurve('secp256k1', { | ||
| prime: 'k256', | ||
| p: 'ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f', | ||
@@ -90,1033 +94,1031 @@ a: '0', | ||
| // Point and precomputed 2^N powers of it in Montgomery representation | ||
| // x: '79be667ef9dcbbac55a06295ce870b07029bfcdb2dce28d959f2815b16f81798', | ||
| // y: '483ada7726a3c4655da4fbfc0e1108a8fd17b448a68554199c47d08ffb10d4b8', | ||
| gMont :true, | ||
| // Point and precomputed 2^N powers of it | ||
| gRed: false, | ||
| g: [ | ||
| "981e643e9089f48979f48c033fd129c231e295329bc66dbd7362e5ad87e22bc9", | ||
| "f3f851fd4a582d670b6b59aac19c1368dfc5d5d1f1dc64db15ea6d393dbaebec", | ||
| '79be667ef9dcbbac55a06295ce870b07029bfcdb2dce28d959f2815b16f81798', | ||
| '483ada7726a3c4655da4fbfc0e1108a8fd17b448a68554199c47d08ffb10d4b8', | ||
| [ | ||
| [ | ||
| "918623ccba0ee23ce0b62e1e014040471354afc88b285a04e0640ca710490bff", | ||
| "c7f7712157b93134b3a0f64bda2cc6584fd25167dc75ce17d12d6232facd0763" | ||
| 'c6047f9441ed7d6d3045406e95c07cd85c778e4b8cef3ca7abac09b95c709ee5', | ||
| '1ae168fea63dc339a3c58419466ceaeef7f632653266d0e1236431a950cfe52a' | ||
| ], | ||
| [ | ||
| "957e6951ca769b7de9fbe79f9b379e037571e4d3b9b132f3daa13e8bf6a0c3a1", | ||
| "c9a2dbb209e02b9c3e5bac23d6a1839746dd1bf9400d1361372e87e9bf5ebdd4" | ||
| 'e493dbf1c10d80f3581e4904930b1404cc6c13900ee0758474fa94abe8c4cd13', | ||
| '51ed993ea0d455b75642e2098ea51448d967ae33bfbdfe40cfe97bdc47739922' | ||
| ], | ||
| [ | ||
| "3088630cfa83a8c376af358ab408c8b7a060c0bfa606728f2316206fe0b4b81c", | ||
| "5b43f997949086075193c47f1ea48b27b292c94ece7dd34ceb03c71c52c2ee38" | ||
| '2f01e5e15cca351daff3843fb70f3c2f0a1bdd05e5af888a67784ef3e10a2a01', | ||
| '5c4da8a741539949293d082a132d13b4c2e213d6ba5b7617b5da2cb76cbde904' | ||
| ], | ||
| [ | ||
| "7f2007d526d9948952ed69488f3f45a78d77162cf43dec541a385199fe24a9ab", | ||
| "46b9ec0f2e973c0e6e1d02ce631ad7535538b908855c928b252bfb8d7528988a" | ||
| 'e60fce93b59e9ec53011aabc21c23e97b2a31369b87a5ae9c44ee89e2a6dec0a', | ||
| 'f7e3507399e595929db99f34f57937101296891e44d23f0be1f32cce69616821' | ||
| ], | ||
| [ | ||
| "8d1c0e47be6cf2393e19cc4fe000a29acc8229d708ed2437c2cd2b5dd6a3f569", | ||
| "d734a1a4359aeab408bc0f94e530eb07674374a341f8cab7d04a2a0053f3a8db" | ||
| 'd30199d74fb5a22d47b6e054e2f378cedacffcb89904a61d75d0dbd407143e65', | ||
| '95038d9d0ae3d5c3b3d6dec9e98380651f760cc364ed819605b3ff1f24106ab9' | ||
| ], | ||
| [ | ||
| "48bbcf71f86167c317b23fa350f79dcad6f0e400a1a959cd8c0c00c4dc5e39aa", | ||
| "c5413fb651654589117a04bde169768dba32df911f6a91f8a4e4fb7838d62588" | ||
| 'bf23c1542d16eab70b1051eaf832823cfc4c6f1dcdbafd81e37918e6f874ef8b', | ||
| '5cb3866fc33003737ad928a0ba5392e4c522fc54811e2f784dc37efe66831d9f' | ||
| ], | ||
| [ | ||
| "5530b36ceacef824de65a27831fe18424baa6dda27cf329eda00fa62c3b00b04", | ||
| "e92c43520968b2f8cdaad292cd58757a15e982da1c18ac5bee2fc9aa2b46d5c7" | ||
| '34ff3be4033f7a06696c3d09f7d1671cbcf55cd700535655647077456769a24e', | ||
| '5d9d11623a236c553f6619d89832098c55df16c3e8f8b6818491067a73cc2f1a' | ||
| ], | ||
| [ | ||
| "579cef38ff606e4c31c9d2f4edff79f1835086b7c2024c94cfcb4bdbf1075662", | ||
| "b512c3a42dfcd74e023b6f049955153627c2be007e10df3b48c82cedc1b19ca1" | ||
| '8282263212c609d9ea2a6e3e172de238d8c39cabd5ac1ca10646e23fd5f51508', | ||
| '11f8a8098557dfe45e8256e830b60ace62d613ac2f7b17bed31b6eaff6e26caf' | ||
| ], | ||
| [ | ||
| "c18b94b4713f604867081c61d838e774aad02f81775f1000bfe04a92c548151e", | ||
| "31b6e9b27763e717fe3818474c34d950be67ab5ef0dd49ee154230eda74993c3" | ||
| '465370b287a79ff3905a857a9cf918d50adbc968d9e159d0926e2c00ef34a24d', | ||
| '35e531b38368c082a4af8bdafdeec2c1588e09b215d37a10a2f8fb20b33887f4' | ||
| ], | ||
| [ | ||
| "f5a0f4033b7e89cb9f68786a0679a18668fe168ddbbeaadb47b9e1bb2a40dc", | ||
| "50530cc3e4dc133b6190f9094db5f974f227ec0293549ddc215ebe7cdce1892e" | ||
| '241febb8e23cbd77d664a18f66ad6240aaec6ecdc813b088d5b901b2e285131f', | ||
| '513378d9ff94f8d3d6c420bd13981df8cd50fd0fbd0cb5afabb3e66f2750026d' | ||
| ], | ||
| [ | ||
| "8c2f19024b2b7b7a908234a2b3f43716d395846aaadd62f7de2cebdff983655f", | ||
| "2dc4b14168e68f122a165029cbf6ea0e11536a3d7adab7e52b723952f9a03be2" | ||
| '5d1bdb4ea172fa79fce4cc2983d8f8d9fc318b85f423de0dedcb63069b920471', | ||
| '2843826779379e2e794bb99438a2265679eb1e9996c56e7b70330666f7b83103' | ||
| ], | ||
| [ | ||
| "9c0bde99755bf7919bd70b4a6e9f8aa001a156834431ed116c76885bc21a63a", | ||
| "4307be489bce3f59658dc8daad44dabfe233422662644c34714b6ca8b90f6561" | ||
| '175e159f728b865a72f99cc6c6fc846de0b93833fd2222ed73fce5b551e5b739', | ||
| 'd3506e0d9e3c79eba4ef97a51ff71f5eacb5955add24345c6efa6ffee9fed695' | ||
| ], | ||
| [ | ||
| "35df455e6f0c5c9663940c4be7b2361c03325d7b4b720bd80ffeb1a73f0adbdc", | ||
| "172f60db0067652861e5afbf991aaed980cd80bf0a4cc8a6ca7dfd97d3f15175" | ||
| '423a013f03ff32d7a5ffbcc8e139c62130fdfeb5c6da121bce78049e46bc47d6', | ||
| 'b91ae00fe1e1d970a1179f7bbaf6b3c7720d8ec3524f009ed1236e6d8b548a34' | ||
| ], | ||
| [ | ||
| "d624ceaeda196b06c39f5e0f89a609f28d321824861c6c0749f73b15b2ac963f", | ||
| "c2e7ce8d09ae8893ab968eb37aae611324cd765629f2067875485b097a47f836" | ||
| '111d6a45ac1fb90508907a7abcd6877649df662f3b3e2741302df6f78416824a', | ||
| '696911c478eaffbb90d48dbff065952f070008996daca4ca9a111d42108e9d0' | ||
| ], | ||
| [ | ||
| "d4c6a641ee668cc8e8a1edb3e5216e993ff46b1930d6a46b260bbfa6757d7a0", | ||
| "8f9f7804862d3efe18ecda874d8d5468b15374a4b5047f273938fafe808a095" | ||
| '4a4a6dc97ac7c8b8ad795dbebcb9dcff7290b68a5ef74e56ab5edde01bced775', | ||
| '529911b016631e72943ef9f739c0f4571de90cdb424742acb2bf8f68a78dd66d' | ||
| ], | ||
| [ | ||
| "8a5c6c230aecdacb3e4b0ac7afd029c1c45ee21fc87d728472e39690233ea474", | ||
| "ae9d2208a0867e1f22f9382ceb7a9b21a5ec7a4bc742b043b7f34ffde4685ba" | ||
| '363d90d447b00c9c99ceac05b6262ee053441c7e55552ffe526bad8f83ff4640', | ||
| '4e273adfc732221953b445397f3363145b9a89008199ecb62003c7f3bee9de9' | ||
| ], | ||
| [ | ||
| "2eb1f6c1fd6a297097ddc650598761ba39fa521b63549ad1d910ba6e477c2586", | ||
| "295e1cf76e99c7a4d8e8d733ff90728c6b0f39b86090af18a2ea43e6cf8baf56" | ||
| '4c1b9866ed9a7e9b553973c6c93b02bf0b62fb012edfb59dd2712a5caf92c541', | ||
| 'c1f792d320be8a0f7fbcb753ce56e69cc652ead7e43eb1ad72c4f3fdc68fe020' | ||
| ], | ||
| [ | ||
| "de3321a2331559245eef966d467dd29b2573c15b709812c4198dc505dd55679b", | ||
| "bd3daf8a9add060a647d9ca97e169539615d43ea05e9a8257f5392f057d25d2b" | ||
| 'a4083877ba83b12b529a2f3c0780b54e3233edbc1a28f135e0c8f28cbeaaf3d1', | ||
| '40e9f612feefbc79b8bf83d69361b3e22001e7576ed1ef90b12b534df0b254b9' | ||
| ], | ||
| [ | ||
| "cc561e9c579b1bdb3f1ca5e1840794d46e632ebddc4127d95cdc2c6faa8508d0", | ||
| "74227aa0ec7c8ff13a5eeac1b63f97770d106284f4631f6ca6f7ed1267f4d5ca" | ||
| 'a804c641d28cc0b53a4e3e1a2f56c86f6e0d880a454203b98cd3db5a7940d33a', | ||
| '95be83252b2fa6d03dec2842c16047e81af18ca89cf736a943ce95fa6d46967a' | ||
| ], | ||
| [ | ||
| "899a71b1bac7deb7a4d9d08b3b5828cbcff12d439515ff5d53d5d0562ed76d8f", | ||
| "737dbe3c16011241ed24e35f6d343520d85465e5e7f89ab6137eef31a436dd06" | ||
| '8b4b5f165df3c2be8c6244b5b745638843e4a781a15bcd1b69f79a55dffdf80c', | ||
| '4aad0a6f68d308b4b3fbd7813ab0da04f9e336546162ee56b3eff0c65fd4fd36' | ||
| ], | ||
| [ | ||
| "d6116f0fede8ed970c880eaa01dd4b01fdccac2a7c4e3d6d063ff056b09fb038", | ||
| "3bf0f02c1dad6a634e1c988a732a8bf4c40f2a9a609996d4f9b552d80aca14ee" | ||
| 'ed0c5ce4e13291718ce17c7ec83c611071af64ee417c997abb3f26714755e4be', | ||
| '221a9fc7bc2345bdbf3dad7f5a7ea68049d93925763ddab163f9fa6ea07bf42f' | ||
| ], | ||
| [ | ||
| "598e204dd2d59c14bd3094f73b0e729231930a8b707ee22d0c2419fcd8616aa6", | ||
| "fae09c8c8340d9057c84a68fe361ea7d5d9825428f01f753fc65a244d72d572b" | ||
| 'faecb013c44ce694b3b15c3f83f1fae8e53254566e0552ced4b6e6c807cec8ab', | ||
| 'cc09b5e90e9ecb57fc2e02c6ec2fb13d9c32b286b85e2e2e8981dfd9ab155070' | ||
| ], | ||
| [ | ||
| "284c6248b822a9a37122fcda4748fbd1cc32b8e0f98986b078f84b14f02b0905", | ||
| "1e3dfab25acf4eb9f1b455c8ea94210768b4d38574501694477516031bb313ee" | ||
| '9bb8a132dcad2f2c8731a0b37cbcafdb3b2dd824f23cd3e07f64eae9ad1b1f7', | ||
| '945bb2b2afeee3b9b6f9dd284f863e850f54a840f4752d5364130627c3811c80' | ||
| ], | ||
| [ | ||
| "f9ff060a70bfc59172e66b4dffb9e311108822731948505f1f30e547e61d28dd", | ||
| "6508fb2b42b5e11ffbd8d2b1faa21c5ae3d6b90b7bcb26d4e514b1ed87f9a884" | ||
| '723cbaa6e5db996d6bf771c00bd548c7b700dbffa6c0e77bcb6115925232fcda', | ||
| '96e867b5595cc498a921137488824d6e2660a0653779494801dc069d9eb39f5f' | ||
| ], | ||
| [ | ||
| "d19cbb4be645868b6209e17ed7811954e2372d71c023806dac9fee098fdb4e3d", | ||
| "aa7d33db261a6cd08bdaa15fe866661f15380220f5184ed00d02b2c367eea0a" | ||
| '57efa786437b744d343d7dc45773a3c62d240a43079849071fd383d60ca030d5', | ||
| 'd712db0bd1b48518893627c928de03ec689b6d2ae5e9974ab07ab44274b02f9e' | ||
| ], | ||
| [ | ||
| "1360a8ac855f8ec6c14a14278e145c62c48e9c9271f3aa8807c4992d41085ef9", | ||
| "1c6b8dadc0b1203103d39c73b8a239a3e4db0f1fe99621f5aca2af7ebc3521c8" | ||
| '264bbd436a28bc42a2df7e9cd5226cb91080577e327b012a7fafc7770c584dd5', | ||
| 'd87c6fa94ee093b4d4f75ce24c33be226a118243717b8d8de61227937704ab11' | ||
| ], | ||
| [ | ||
| "9ced3f21f2c9af358ddd8297a2176cc422d0c1be5c66fadac9e378fb1d4d04bd", | ||
| "292efdae73a0fdc604ac7f2998a199ce2b707f1c785fadf6a271698d17faf99d" | ||
| 'a94c6524bd40d2bbdac85c056236a79da78bc61fd5bdec9d2bf26bd84b2438e8', | ||
| 'b5201fd992f96280fd79219505019e3a7e5d3c60a0e39b2bc2e2c8dbf18661f4' | ||
| ], | ||
| [ | ||
| "d22cee0955924a75ae11d44a2d18bfaa1dcd50a06ad9e0af4f0250e27b6e58cb", | ||
| "1e1ad45e9f40c0138aa2a3125fdaf3fca473ec3798d3edc7336db5f0d23308ad" | ||
| 'eebfa4d493bebf98ba5feec812c2d3b50947961237a919839a533eca0e7dd7fa', | ||
| '5d9a8ca3970ef0f269ee7edaf178089d9ae4cdc3a711f712ddfd4fdae1de8999' | ||
| ], | ||
| [ | ||
| "ba31d0483ee9338b3636741b29a523f119280b9c05e6183ae863d1afeb2dea6c", | ||
| "ec0d59743bc15edb69c6b48740fdc53d3266e189203414ca782e9db6fc6a871b" | ||
| '381c4ad7a7a97bfda61c6031c118495fc4ea4bc08f6766d676bee90847d297fd', | ||
| '936af53b238eeee48f3e5fa709915eccf0451032db939c0093ace3187d493fc5' | ||
| ], | ||
| [ | ||
| "991ddae7912926ac023d28604cc2dade6b946d4af1ba09ab097726a6237691b4", | ||
| "e72ab52a6474b56ff8ef73cb4f4f9e3f810acca720ddc70564db45f07f90df44" | ||
| 'e1efb9cd05adc63bcce10831d9538c479cf1d05fefdd08b2448d70422ede454c', | ||
| 'ecb4530d8af9be7b0154c1ffe477123464e3244a7a2d4c6ad9fd233a8913797' | ||
| ], | ||
| [ | ||
| "4ba5efd9a10d36100e771b626da4ac215c3ebada129b871b4028f92de7b040ec", | ||
| "51325161d621df1a9030fc62e29b81b2cd7fec6334b9d0e93982e7a844b5bdea" | ||
| '5318f9b1a2697010c5ac235e9af475a8c7e5419f33d47b18d33feeb329eb99a4', | ||
| 'f44ccfeb4beda4195772d93aebb405e8a41f2b40d1e3ec652c726eeefe91f92d' | ||
| ], | ||
| [ | ||
| "3b436f386109b4e9ef9133702cd5d56af4095525fe1d2dd9f30222bf7476c16b", | ||
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| ] | ||
@@ -1123,0 +1125,0 @@ ] |
| { | ||
| "name": "elliptic", | ||
| "version": "0.12.0", | ||
| "version": "0.13.1", | ||
| "description": "EC cryptography", | ||
@@ -30,5 +30,5 @@ "main": "lib/elliptic.js", | ||
| "dependencies": { | ||
| "bn.js": "^0.6.0", | ||
| "bn.js": "^0.7.0", | ||
| "hash.js": "^0.2.0" | ||
| } | ||
| } |
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Found 1 instance in 1 package
Fixed alerts
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LicenseThis package is not allowed per your license policy. Review the package's license to ensure compliance.
Found 1 instance in 1 package
Improved metrics
- Lines of code
- increased by0.1%
2896
Worsened metrics
- Total package byte prevSize
- decreased by-0.27%
110888
Dependency changes
+ Addedbn.js@0.7.1(transitive)
- Removedbn.js@0.6.0(transitive)
Updatedbn.js@^0.7.0