70public static readonly Complex Zero = new Complex(0.0, 0.0); 71public static readonly Complex One = new Complex(1.0, 0.0); 72public static readonly Complex ImaginaryOne = new Complex(0.0, 1.0); 84return new Complex((magnitude * Math.Cos(phase)), (magnitude * Math.Sin(phase))); 111return (new Complex((-value.m_real), (-value.m_imaginary))); 116return (new Complex((left.m_real + right.m_real), (left.m_imaginary + right.m_imaginary))); 121return (new Complex((left.m_real - right.m_real), (left.m_imaginary - right.m_imaginary))); 128return (new Complex(result_Realpart, result_Imaginarypart)); 140return new Complex((a + b * doc) / (c + d * doc), (b - a * doc) / (c + d * doc)); 143return new Complex((b + a * cod) / (d + c * cod), (-a + b * cod) / (d + c * cod)); 177return (new Complex(value.m_real, (-value.m_imaginary))); 215return (new Complex(value, 0.0)); 218return (new Complex(value, 0.0)); 221return (new Complex(value, 0.0)); 225return (new Complex(value, 0.0)); 229return (new Complex(value, 0.0)); 233return (new Complex(value, 0.0)); 237return (new Complex(value, 0.0)); 240return (new Complex(value, 0.0)); 243return (new Complex(value, 0.0)); 246return (new Complex(value, 0.0)); 249return (new Complex((Double)value, 0.0)); 252return (new Complex((Double)value, 0.0)); 290return new Complex(Math.Sin(a) * Math.Cosh(b), Math.Cos(a) * Math.Sinh(b)); 298return new Complex(Math.Sinh(a) * Math.Cos(b), Math.Cosh(a) * Math.Sin(b)); 309return new Complex(Math.Cos(a) * Math.Cosh(b), - (Math.Sin(a) * Math.Sinh(b))); 317return new Complex(Math.Cosh(a) * Math.Cos(b), Math.Sinh(a) * Math.Sin(b)); 335Complex Two = new Complex(2.0, 0.0); 343return (new Complex((Math.Log(Abs(value))), (Math.Atan2(value.m_imaginary, value.m_real)))); 362return (new Complex(result_re, result_im)); 393return new Complex(t * Math.Cos(newRho), t * Math.Sin(newRho)); 398return Pow(value, new Complex(power, 0)); 409return (new Complex(result_re, result_im));