tngmath::EigenSelfadjointBase< MatrixType, Scalar, matrix_flags > Class Template Reference
#include <matharrayeigen.hpp>
Collaboration diagram for tngmath::EigenSelfadjointBase< MatrixType, Scalar, matrix_flags >:
Public Types | |
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typedef Eigen::Matrix< Scalar, Eigen::Dynamic, Eigen::Dynamic, matrix_flags > | Base |
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typedef Eigen::Matrix< Scalar, Eigen::Dynamic, Eigen::Dynamic, Eigen::ColMajor > | Base2 |
| typedef int | TIndex |
| typedef Scalar | TScalar |
Public Member Functions | |
| MatrixType | __pow__ (const Scalar &exponent) const |
| operator ^(scalar) in scripting languages by SWIG | |
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Eigen::SelfAdjointEigenSolver < Base2 > & | eigen () |
| returns the lu object this class refers to | |
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const Eigen::SelfAdjointEigenSolver < Base2 > & | eigen () const |
| returns the lu object this class refers to | |
| EigenSelfadjointBase () | |
| a default constructor used for SWIG - it should never be called when using this object, else one will cause a segfault! | |
| EigenSelfadjointBase (const Base &_object, const Base &mass, const bool computevectors=true) | |
| EigenSelfadjointBase (const Base &_object, const bool computevectors=true) | |
| constructor | |
| MatrixType | Eigenvalues () const |
| returns the eigenvalues as vector | |
| MatrixType | Eigenvectors () const |
| returns the normalized complex eigenvectors as a matrix of column vectors. | |
| bool | EigenvectorsAvailable () const |
| returns m_eigenvectorsAvailable | |
| MatrixType | Exp () const |
| returns the exponential of the matrix | |
| bool | IsGeneralEigenproblem () const |
| returns m_isGeneralEigenproblem | |
| MatrixType | Log () const |
| returns the logarithm of the matrix | |
| const Base & | object () const |
| returns the matrix object this class refers to | |
| MatrixType | OperatorInverseSqrt () const |
| returns the positive inverse square root of the matrix (if positive definite) | |
| MatrixType | OperatorSqrt () const |
| returns the positive square root of the matrix (if positive definite) | |
| MatrixType | Pow (const Scalar &exponent) const |
| returns the power of the matrix | |
| virtual | ~EigenSelfadjointBase () |
| destructor | |
Protected Attributes | |
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Eigen::SelfAdjointEigenSolver < Base2 > | m_eigen |
| the LU object | |
| bool | m_eigenvectorsAvailable |
| is true if the eigenvectors were computed | |
| bool | m_isGeneralEigenproblem |
| is true if the eigen problem is a general eigen problem | |
| const Base * | m_object |
| the matrix object this class is operating on | |
Detailed Description
template<typename MatrixType, typename Scalar, int matrix_flags>
class tngmath::EigenSelfadjointBase< MatrixType, Scalar, matrix_flags >
provides a modal decomposition of symmetric matrices. It works on a reference to an existing matrix object. This marix object must exist during the lifetime of the solver object! The documentation for this class was generated from the following file:
- modules/tngmath/tngmath/matharrayeigen.hpp
