gees.hpp File Reference

#include <boost/numeric/bindings/traits/type.hpp>
#include <boost/numeric/bindings/traits/traits.hpp>
#include <boost/numeric/bindings/traits/type_traits.hpp>
#include <boost/numeric/bindings/lapack/lapack.h>
#include <boost/numeric/bindings/lapack/workspace.hpp>
#include <boost/numeric/bindings/traits/detail/array.hpp>
#include <boost/numeric/bindings/traits/detail/utils.hpp>
#include <boost/static_assert.hpp>
#include <boost/type_traits.hpp>

Go to the source code of this file.

Classes
struct	boost::numeric::bindings::lapack::detail::Gees< N >
	Compute Schur factorization, depending on whether we have one or two workspace arrays. More...
struct	boost::numeric::bindings::lapack::detail::Gees< 1 >
struct	boost::numeric::bindings::lapack::detail::Gees< 2 >
Namespaces
namespace	boost
namespace	boost::numeric
namespace	boost::numeric::bindings
namespace	boost::numeric::bindings::lapack
namespace	boost::numeric::bindings::lapack::detail
Functions
template<typename MatrA , typename EigVal , typename Workspace >
int	boost::numeric::bindings::lapack::gees (MatrA &a, EigVal &e, Workspace workspace)
	Workspace can be the following : optimal_workspace() : for optimizing use of blas 3 kernels minimal_workspace() : minimum size of workarrays, but does not allow for optimization of blas 3 kernels workspace( real_work ) for real matrices where vector_size( real_work ) >= 3*matrix_size1( a ) workspace( complex_work, real_work ) for complex matrices where vector_size( complex_work ) >= 2*matrix_size1( a ) and vector_size( real_work ) >= matrix_size1( a ).
template<typename MatrA , typename SchVec , typename EigVal , typename Workspace >
int	boost::numeric::bindings::lapack::gees (MatrA &a, EigVal &e, SchVec &vs, Workspace workspace)
	Compute Schur factorization with Schur vectors.
template<typename MatrA , typename SchVec , typename EigVal , typename Work , typename RWork >
int	boost::numeric::bindings::lapack::detail::gees (char jobvs, MatrA &a, EigVal &w, SchVec &vs, Work &work, RWork &rwork)
	Compute Schur factorization, passing two work arrays.
template<typename MatrA , typename SchVec , typename EigVal , typename Work >
int	boost::numeric::bindings::lapack::detail::gees (char jobvs, MatrA &a, EigVal &w, SchVec &vs, Work &work)
	Compute Schur factorization, passing one work array.
void	boost::numeric::bindings::lapack::detail::gees (char const jobvs, char const sort, logical_t *select, int const n, traits::complex_d *a, int const lda, int &sdim, traits::complex_d *w, traits::complex_d *vs, int const ldvs, traits::complex_d *work, int lwork, double *rwork, bool *bwork, int &info)
void	boost::numeric::bindings::lapack::detail::gees (char const jobvs, char const sort, logical_t *select, int const n, traits::complex_f *a, int const lda, int &sdim, traits::complex_f *w, traits::complex_f *vs, int const ldvs, traits::complex_f *work, int lwork, float *rwork, bool *bwork, int &info)
void	boost::numeric::bindings::lapack::detail::gees (char const jobvs, char const sort, logical_t *select, int const n, double *a, int const lda, int &sdim, traits::complex_d *w, double *vs, int const ldvs, double *work, int const lwork, bool *bwork, int &info)
void	boost::numeric::bindings::lapack::detail::gees (char const jobvs, char const sort, logical_t *select, int const n, float *a, int const lda, int &sdim, traits::complex_f *w, float *vs, int const ldvs, float *work, int const lwork, bool *bwork, int &info)