public void IList()
{
ComplexDoubleVector a = new ComplexDoubleVector(new Complex[4]{0,1,2,3});
Assert.AreEqual(a.IsFixedSize,false);
Assert.AreEqual(a.IsReadOnly,false);
a.Add((Complex)4.0);
Assert.AreEqual(a.Length,5);
Assert.AreEqual(a[4],(Complex)4);
Assert.AreEqual(a.Contains((Complex)4.0),true);
a.Insert(1,(Complex)5.0);
Assert.AreEqual(a.Length,6);
Assert.AreEqual(a.Contains((Complex)5.0),true);
Assert.AreEqual(a[0],(Complex)0);
Assert.AreEqual(a[1],(Complex)5);
Assert.AreEqual(a[2],(Complex)1);
Assert.AreEqual(a[3],(Complex)2);
Assert.AreEqual(a[4],(Complex)3);
Assert.AreEqual(a[5],(Complex)4);
a.Remove((Complex)5.0);
Assert.AreEqual(a.Length,5);
Assert.AreEqual(a.Contains((Complex)5.0),false);
Assert.AreEqual(a[0],(Complex)0);
Assert.AreEqual(a[1],(Complex)1);
Assert.AreEqual(a[2],(Complex)2);
Assert.AreEqual(a[3],(Complex)3);
Assert.AreEqual(a[4],(Complex)4);
a.RemoveAt(2);
Assert.AreEqual(a.Length,4);
Assert.AreEqual(a.Contains((Complex)2.0),false);
Assert.AreEqual(a[0],(Complex)0);
Assert.AreEqual(a[1],(Complex)1);
Assert.AreEqual(a[2],(Complex)3);
Assert.AreEqual(a[3],(Complex)4);
}
public void ZeroLengthVectorTestsforConstructor1()
{
ComplexDoubleVector cdv = new ComplexDoubleVector(1, 0.0);
cdv.RemoveAt(0);
ComplexDoubleSymmetricLevinson cdsl = new ComplexDoubleSymmetricLevinson(cdv);
}
public void ZeroLengthVectorTestsforConstructor1()
{
ComplexDoubleVector cdv = new ComplexDoubleVector(1);
cdv.RemoveAt(0);
ComplexDoubleLevinson cdl = new ComplexDoubleLevinson(cdv, cdv);
}
public void ZeroVectorLengthTestforStaticInverse()
{
ComplexDoubleVector LC = new ComplexDoubleVector(1);
LC.RemoveAt(0);
ComplexDoubleMatrix X = ComplexDoubleLevinson.Inverse(LC, LC);
}
public void ZeroVectorLengthTestforStaticSolveMatrix()
{
ComplexDoubleVector LC = new ComplexDoubleVector(1);
LC.RemoveAt(0);
ComplexDoubleMatrix X = ComplexDoubleLevinson.Solve(LC, TR10, ComplexDoubleMatrix.CreateIdentity(10));
}
public void ZeroVectorLengthTestforStaticSolveVector()
{
ComplexDoubleVector LC = new ComplexDoubleVector(1);
LC.RemoveAt(0);
ComplexDoubleVector X = ComplexDoubleLevinson.Solve(LC, TR10, Y10);
}