public ComplexNum Div(ComplexNum _X)
{
if (_X.getReal() + _X.getUnreal() != 0)
{
var A = Matrix <double> .Build.DenseOfArray(new double[, ] {
{ _X.getReal(), -_X.getUnreal() },
{ _X.getUnreal(), _X.getReal() }
});
var b = Vector <double> .Build.Dense(new double[] { Real, Unreal });
var x = A.Solve(b);
return(new ComplexNum(x.At(0), x.At(1)));
}
else
{
return(null);
}
}
public ComplexNum Res(ComplexNum _X)
{
return(new ComplexNum((-_X.Real + Real), (-_X.Unreal + Unreal)));
}
public ComplexNum Sum(ComplexNum _X)
{
return(new ComplexNum((_X.Real + Real), (_X.Unreal + Unreal)));
}
public ComplexNum Cot(ComplexNum T)
{
return(T.Pow(-1));
}
public ComplexNum Sec(ComplexNum c)
{
return(c.Pow(-1));
}
public ComplexNum Csc(ComplexNum S)
{
return(S.Pow(-1));
}
public ComplexNum Tan(ComplexNum S, ComplexNum C)
{
return(S.Div(C.getReal(), C.getUnreal()));
}
public ComplexNum Mul(ComplexNum _X)
{
return(new ComplexNum((Real * _X.getReal()) - (Unreal * _X.getUnreal()), (Unreal * _X.getReal()) + (Real * _X.getUnreal())));
}
