public void GcdEuclidianWithThreeNumbersTest()
{
//Arrange
int a = 504, b = 313, c = 732;
//Act
int result = FindGcd.Gcd(a, b, c, FindGcd.GcdEuclidian);
//Assert
Assert.AreEqual(1, result);
}
public void GcdEuclidianWithParamsNumbersTest()
{
//Arrange
int[] param = { 212, 68, 44, 200 };
//Act
int result = FindGcd.Gcd(FindGcd.GcdEuclidian, param);
//Assert
Assert.AreEqual(4, result);
}
public void GcdEuclidianWithTwoNumbersZeroSecondTest()
{
//Arrange
int a = 122, b = 0;
//Act
int result = FindGcd.Gcd(a, b, FindGcd.GcdEuclidian);
//Assert
Assert.AreEqual(122, result);
}
public void GcdEuclidianWithTwoNumbersOneTest()
{
//Arrange
int a = 1, b = 256;
//Act
int result = FindGcd.Gcd(a, b, FindGcd.GcdEuclidian);
//Assert
Assert.AreEqual(1, result);
}
public void GcdEuclidianWithTwoNumbersZeroFirstTest()
{
//Arrange
int a = 0, b = 256;
//Act
int result = FindGcd.Gcd(a, b, FindGcd.GcdEuclidian);
//Assert
Assert.AreEqual(256, result);
}
public void GcdSteinsWithTwoNumbersOneTest()
{
//Arrange
int a = 134, b = 1;
//Act
int result = FindGcd.Gcd(a, b, FindGcd.GcdSteins);
//Assert
Assert.AreEqual(1, result);
}
public void GcdSteinsWithTwoNumbersSecondZeroTest()
{
//Arrange
int a = 134, b = 0;
//Act
int result = FindGcd.Gcd(a, b, FindGcd.GcdSteins);
//Assert
Assert.AreEqual(134, result);
}
public void GcdSteinsWithTwoNumbersFirsZeroTest()
{
//Arrange
int a = 0, b = 256;
//Act
int result = FindGcd.Gcd(a, b, FindGcd.GcdSteins);
//Assert
Assert.AreEqual(256, result);
}
public void GcdEuclidianWithParamsNumbersWithTimeTest()
{
//Arrange
int[] param = { 212, 68, 44, 200 };
long time;
//Act
int result = FindGcd.Gcd(out time, FindGcd.GcdEuclidian, param);
//Assert
Assert.AreEqual(4, result);
Assert.IsNotNull(time);
}
static void Main(string[] args)
{
int a = 32, b = 64, c = 126;
int[] list = { 27, 84, 36, 98, 21 };
long time;
Console.WriteLine("Euclidian algorithm for {0} and {1} without lead time :\n" + "Gcd :" + FindGcd.Gcd(a, b, FindGcd.GcdEuclidian), a, b);
Console.WriteLine("Euclidian algorithm for {0} and {1} without lead time :\n" + "Gcd :" + FindGcd.Gcd(0, 0, FindGcd.GcdEuclidian), 0, 0);
Console.WriteLine("Euclidian algorithm for {0},{1} and {2} with lead time :\n" + "Gcd :" + FindGcd.Gcd(a, b, c, out time, FindGcd.GcdEuclidian) + " time :" + time, a, b, c);
Console.WriteLine("Euclidian algorithm for list {27, 84, 36, 98, 21} with lead time :\n" + "Gcd :" + FindGcd.Gcd(out time, FindGcd.GcdEuclidian, list) + " time :" + time);
Console.WriteLine("----------------------------------------------");
Console.WriteLine("Stein's algorithm for {0} and {1} without lead time :\n" + "Gcd :" + FindGcd.Gcd(a, b, FindGcd.GcdSteins), a, b);
Console.WriteLine("Euclidian algorithm for {0} and {1} without lead time :\n" + "Gcd :" + FindGcd.Gcd(0, 0, FindGcd.GcdSteins), 0, 0);
Console.WriteLine("Stein's algorithm for {0},{1} and {2} with lead time :\n" + "Gcd :" + FindGcd.Gcd(a, b, c, out time, FindGcd.GcdSteins) + " time :" + time, a, b, c);
Console.WriteLine("Stein's algorithm for list {27, 84, 36, 98, 21} with lead time :\n" + "Gcd :" + FindGcd.Gcd(out time, FindGcd.GcdSteins, list) + " time :" + time);
Console.ReadKey();
}
public int FindGcdSteinAlg(int a, int b)
{
return(FindGcd.Gcd(a, b, FindGcd.GcdSteins));;
}
public int FindGcdEuclAlg(int a, int b)
{
return(FindGcd.Gcd(a, b, FindGcd.GcdEuclidian));;
}