Examples of stallone.complex.ComplexNumber

stallone.complex.ComplexNumber
ComplexScalar class operating on double primitives. Warning: Can be very * inefficient and/or memory consuming, if improperly used. Especially try to avoid to put ComplexScalar into arrays and collections, due to the memory overhead, when creating large collection. @author Martin Senne

        return identityMatrix;
    }


    public IComplexNumber complexScalar(final double real, final double imaginary)
    {
        return new ComplexNumber(real, imaginary);
    }

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        return new ComplexNumber(real, imaginary);
    }


    public IComplexNumber complexScalar()
    {
        return new ComplexNumber(0.0d, 0.0d);
    }

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        return (vdot.innerProduct(v1, v2, w, target));
    }


    public IComplexNumber dotComplexWeighted(final IComplexArray v1, final IComplexArray v2, final IDoubleArray w)
    {
        IComplexNumber target = new ComplexNumber(0, 0);
        vdot.innerProduct(v1, v2, w, target);
        return target;
    }

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        for (IComplexIterator it = arr.nonzeroComplexIterator(); it.hasNext(); it.advance())
        {
            re += it.getRe();
            im += it.getIm();
        }
        return (new ComplexNumber(re, im));
    }

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        return scaleToNew(s, v, v.copy());
    }


    public IComplexArray scaleToNew( final double s, final IComplexArray v)
    {
        return scaleToNew(new ComplexNumber(s, 0), v, v.copy());
    }

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        vscale.scale(v, s);
    }


    public void scale(double s, IComplexArray v)
    {
        vscale.scale(v, new ComplexNumber(s, 0));
    }

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    }


    //@Override
    public IComplexNumber getEigenvalue(final int i)
    {
        return new ComplexNumber(eigenvalues.getRe(i), eigenvalues.getIm(i));
    }

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    }


    @Override
    public IComplexNumber getEval(int i)
    {
        return new ComplexNumber(eval.getRe(order.get(i)), eval.getIm(order.get(i)));
    }

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            if (f == j)
            { // either first of complex conjugate pair or real


                if (isComplex[f])
                {
                    return new ComplexNumber(data[idx], data[idx + n]);
                }
                else
                {
                    return new ComplexNumber(data[idx], 0.0d);
                }
            }
            else
            {
                return new ComplexNumber(data[idx], -data[idx + n]);
            }
        }

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Related Classes of stallone.complex.ComplexNumber

stallone.algebra.EigenvalueDecomposition

stallone.algebra.extern.LapackEigenvalueDecomposition$MatrixOfEigenvectors

stallone.algebra.extern.SparseArpackEigenvalueDecomposition

stallone.api.algebra.AlgebraUtilities

stallone.api.complex.ComplexFactory

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