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C#復數的編程

using System;

using System.Collections.Generic;

using System.Linq;

using System.Text;

using System.Management;

namespace ConsoleApplication1

{

class Program

{

class Complex

{

public Complex() { realPart = 0; imaginaryPart = 0; }

public Complex(float real, float imaginary) { realPart = real; imaginaryPart = imaginary; }

public override string ToString()

{

string result = realPart.ToString();

if (imaginaryPart >= 0) result += "+";

result += imaginaryPart.ToString() + "i";

return result;

}

static public Complex operator +(Complex a, Complex b)

{

Complex result = new Complex();

result.realPart = a.realPart + b.realPart;

result.imaginaryPart = a.imaginaryPart + b.imaginaryPart;

return result;

}

static public Complex operator -(Complex a)

{

Complex result = new Complex(-a.realPart, -a.imaginaryPart);

return result;

}

static public Complex operator -(Complex a,Complex b)

{

return a + (-b);

}

static public Complex operator *(Complex a, Complex b)

{

Complex result = new Complex ();

result.realPart = (a.realPart * b.realPart) - (a.imaginaryPart * b.imaginaryPart);

result.imaginaryPart = (a.realPart * b.imaginaryPart) + (a.imaginaryPart * b.realPart);

return result;

}

static public Complex operator /(Complex a, Complex b)

{

Complex result = new Complex();

Complex Conjugal = new Complex(b.realPart, -b.imaginaryPart);

float denominator = (b.realPart * b.realPart) + (b.imaginaryPart * b.imaginaryPart);

result = a * Conjugal;

result.realPart /= denominator;

result.imaginaryPart /= denominator;

return result;

}

private float realPart;

private float imaginaryPart;

}

static void Main(string[] args)

{

Complex a = new Complex(3, 5);

Complex b = new Complex(2, 3);

Console.WriteLine(a.ToString());

Console.WriteLine(b.ToString());

Console.WriteLine((a + b).ToString());

Console.WriteLine((a - b).ToString());

Console.WriteLine((a * b).ToString());

Console.WriteLine((a / b).ToString());

}

}

}

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