"TMatrixTBase<TComplex>::NormByDiag(TVectorT<TComplex> const&, char const*)", referenced from:
vtable for TMatrixT<TComplex> in complex_C_ACLiC_dict.o
You will also have to update the file
root-6.24.06/math/matrix/inc/LinkDef.h
for the interpreter.
But more important than being able to compile/link the code, are you sure that
the matrix decomposition classes (used for matrix inversions) are ready for
complex number algebra ?
Thanks for your reply. I am not sure current ROOT version support complex algebra. I just want to have a try, in case of failure maybe switching to the third party Eigen is needed.
The eigen part of the package is not ready for complex numbers, just have
a look at for instance TMatrixDEigen:
////////////////////////////////////////////////////////////////////////////////
/// Nonsymmetric reduction to Hessenberg form.
/// This is derived from the Algol procedures orthes and ortran, by Martin and Wilkinson,
/// Handbook for Auto. Comp., Vol.ii-Linear Algebra, and the corresponding
/// Fortran subroutines in EISPACK.
void TMatrixDEigen::MakeHessenBerg(TMatrixD &v,TVectorD &ortho,TMatrixD &H)
{
Double_t *pV = v.GetMatrixArray();
Double_t *pO = ortho.GetMatrixArray();
Double_t *pH = H.GetMatrixArray();