math/big.nat.mul (method)
22 uses
math/big (current package)
float.go#L1332: z.mant = z.mant.mul(nil, x.mant, y.mant)
int.go#L201: z.abs = z.abs.mul(stk, x.abs, y.abs)
nat.go#L256: return z.mul(stk, nat(nil).setUint64(a), nat(nil).setUint64(b))
nat.go#L265: return z.mul(stk, nat(nil).mulRange(stk, a, m), nat(nil).mulRange(stk, m+1, b))
nat.go#L710: zz = zz.mul(stk, z, x)
nat.go#L730: zz = zz.mul(stk, z, x)
nat.go#L786: z2 = z2.mul(stk, z1, m2inv)
nat.go#L790: z = z.add(z, z1.mul(stk, z2, m2))
nat.go#L828: *p1 = p1.mul(stk, *p, x)
nat.go#L876: zz = zz.mul(stk, z, powers[yi>>(_W-n)])
natdiv.go#L831: qhatv = qhatv.mul(stk, qhat, v[:s])
natdiv.go#L867: qhatv = qhatv.mul(stk, qhat, v[:s])
natmul.go#L16: func (z nat) mul(stk *stack, x, y nat) nat {
natmul.go#L22: return z.mul(stk, y, x)
natmul.go#L57: t = t.mul(stk, x[i:min(i+n, len(x))], y)
prime.go#L259: t1 = t1.mul(stk, vk, vk1)
prime.go#L270: t1 = t1.mul(stk, vk, vk1)
prime.go#L290: t1 := t1.mul(stk, vk, natP)
rat.go#L470: return z.mul(stk, x, y)
rat.go#L480: z.abs = z.abs.mul(stk, x.abs, f)
ratconv.go#L186: z.a.abs = z.a.abs.mul(stk, z.a.abs, pow5)
ratconv.go#L358: r = r.mul(stk, r, p)