vnl_symmetric_eigensystem< T > Class Template Reference
List of all members.
class vnl_symmetric_eigensystem< T >
Computes and stores the eigensystem decomposition of a symmetric matrix.
Definition at line 83 of file vnl_symmetric_eigensystem.h.
Constructor & Destructor Documentation
Member Function Documentation
Convenience method to get least-squares nullvector.
It is deliberate that the signature is the same as on vnl_svd<T>.
Definition at line 113 of file vnl_symmetric_eigensystem.h.
Return the matrix $V D V^$.
This can be useful if you've modified . So an inverse is obtained using
Definition at line 123 of file vnl_symmetric_eigensystem.h.
Member Data Documentation
After construction, the columns of V are the eigenvectors, sorted by increasing eigenvalue, from most negative to most positive.
Definition at line 98 of file vnl_symmetric_eigensystem.h.
After construction, D contains the eigenvalues, sorted as described above. Note that D is a vnl_diag_matrix, and is therefore stored as a vcl_vector while behaving as a matrix.
Definition at line 103 of file vnl_symmetric_eigensystem.h.
The documentation for this class was generated from the following files: