public void TestEuclideanGcdAlgorithm_30_18_42_returned_6()
{
var numbers = new[] { 30, 18, 42 };
var euclideanAlgorithm = new EuclideanAlgorithm();
var actual = euclideanAlgorithm.Calculate(numbers).GreatestCommonDivisor;
Assert.AreEqual(6, actual);
}
public void TestEuclideanGcdAlgorithm_GCD()
{
var euclideanAlgorithm = new EuclideanAlgorithm();
var numbers = new[]
{
new[] { 30, 18 },
new[] { 5, 45 },
new[] { 18, 30 }
};
var expected = new[] { 6, 5, 6 };
for (var i = 0; i < numbers.Length; i++)
{
var actual = euclideanAlgorithm.Calculate(numbers[i]).GreatestCommonDivisor;
Assert.AreEqual(expected[i], actual);
}
}
public BigInteger D()
{
if (!P.Equals(null) && !Q.Equals(null))
{
EuclideanAlgorithm client = new EuclideanAlgorithm();
List <BigInteger> result = client.Calculate(PhiN(), E);
if (result[1] < 0)
{
result[1] = result[1] + PhiN();
}
return(result[1]);
}
else
{
return(0);
}
}
public void Option1()
{
EuclideanAlgorithm client = new EuclideanAlgorithm();
if (!String.IsNullOrWhiteSpace(Number1.Text) && !String.IsNullOrWhiteSpace(Number2.Text))
{
BigInteger A = BigInteger.Parse(Number1.Text);
BigInteger B = BigInteger.Parse(Number2.Text);
List <BigInteger> res = client.Calculate(A, B);
GCD.Text = "" + res[0];
X.Text = "" + res[1];
Y.Text = "" + res[2];
}
else
{
Message("Los cuadros de texto de números a comprobar no pueden ser vacíos.", 3);
}
}
public static int FindGcdByEuclidean_TwoNumbers_GCD(int val1, int val2)
{
IAlgorithm algorithm = new EuclideanAlgorithm();
return(algorithm.Calculate(val1, val2));
}
