📄 vnl_cpoly_roots.h
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#ifndef vnl_cpoly_roots_h_
#define vnl_cpoly_roots_h_
//:
// \file
// \brief finds roots of a univariate polynomial with complex coefficients
// \author fsm
//
// \verbatim
// Modifications
// dac (Manchester) March 28th 2001: Tidied documentation
// \endverbatim
#include <vcl_complex.h>
#include <vnl/vnl_vector.h>
//: Find all the roots of a univariate polynomial with complex coefficients.
// Class to find all the roots of a univariate polynomial f
// with complex coefficients. Currently works by computing the
// eigenvalues of the companion matrix of f.
//
// The input vector a of coefficients are given to the constructor.
// The polynomial is f = t^N + a[0] t^{N-1} + ... + a[N-1]
// The roots can then be found in the 'solns' member.
class vnl_cpoly_roots
{
public:
vnl_cpoly_roots(vnl_vector<vcl_complex<double> > const & a);
vnl_cpoly_roots(vnl_vector<double> const & a_real,
vnl_vector<double> const & a_imag);
// the roots can be found in here :
vnl_vector<vcl_complex<double> > solns;
private:
unsigned N; //degree
//: does the actual work
void compute(vnl_vector<vcl_complex<double> > const & a);
};
#endif // vnl_cpoly_roots_h_
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