m_matrix_d.cpp File Reference

#include <m_cpp/m_matrix_d.h>
#include <m_cpp/m_matrix_d.impl.h>
#include <boost/preprocessor.hpp>

Namespaces
	kjb
	Classes and functions for dealing with trajectory files.

Macros
#define	MAX_DIMENSION   4
#define	BOOST_PP_LOCAL_MACRO(nnn)
#define	BOOST_PP_LOCAL_LIMITS   (1,MAX_DIMENSION)
#define	FREE_FUNCTION_LIST(NROWS, NCOLS, TRANSPOSED)
#define	FREE_FUNCTION_LIST_NO_TRANSPOSE(NROWS, NCOLS)
#define	FREE_FUNCTION_LIST_SQUARE(D)
#define	FREE_FUNCTION_LIST_3DIM(A, B, C)
#define	BOOST_PP_LOCAL_MACRO(nnn)
#define	BOOST_PP_LOCAL_LIMITS   (1,MAX_DIMENSION)

Functions
	kjb::FREE_FUNCTION_LIST (2, 3, true)
	kjb::FREE_FUNCTION_LIST (2, 3, false)
	kjb::FREE_FUNCTION_LIST_NO_TRANSPOSE (2, 3)
	kjb::FREE_FUNCTION_LIST (3, 4, true)
	kjb::FREE_FUNCTION_LIST (3, 4, false)
	kjb::FREE_FUNCTION_LIST_NO_TRANSPOSE (3, 4)
	kjb::FREE_FUNCTION_LIST_3DIM (3, 3, 4)
	kjb::FREE_FUNCTION_LIST_3DIM (3, 4, 4)
	kjb::FREE_FUNCTION_LIST_3DIM (2, 2, 3)
	kjb::FREE_FUNCTION_LIST_3DIM (2, 3, 3)
double	kjb::det (const Matrix_d< 1, 1 > &m)
double	kjb::det (const Matrix_d< 2, 2 > &m)
double	kjb::det (const Matrix_d< 3, 3 > &m)
Matrix_d< 2, 2 >	kjb::matrix_inverse (const Matrix_d< 2, 2 > &m)
Matrix_d< 3, 3 >	kjb::matrix_inverse (const Matrix_d< 3, 3 > &m)
void	kjb::symmetric_eigs (const kjb::Matrix3 &A, double &eig1, double &eig2, double &eig3)
	get eigenvalues of symmetric matrix A in ascending order More...

Macro Definition Documentation

#define BOOST_PP_LOCAL_LIMITS   (1,MAX_DIMENSION)

#define BOOST_PP_LOCAL_LIMITS   (1,MAX_DIMENSION)

#define BOOST_PP_LOCAL_MACRO

(

nnn

)

Value:

template class Matrix_d<nnn,nnn,true>; \
template class Matrix_d<nnn,nnn,false>;

#define BOOST_PP_LOCAL_MACRO

(

nnn

)

Value:

FREE_FUNCTION_LIST(nnn,nnn,true) \
FREE_FUNCTION_LIST(nnn,nnn,false) \
FREE_FUNCTION_LIST_NO_TRANSPOSE(nnn,nnn) \
FREE_FUNCTION_LIST_SQUARE(nnn) \
FREE_FUNCTION_LIST_3DIM(nnn,nnn,nnn) \

#define FREE_FUNCTION_LIST	(		NROWS,
			NCOLS,
			TRANSPOSED
	)

Value:

template Matrix_d<NROWS, NCOLS, TRANSPOSED> operator*(double scalar, const Matrix_d<NROWS, NCOLS, TRANSPOSED>& mat); \
template Matrix operator*(const Matrix_d<NROWS, NCOLS, TRANSPOSED>& op1, const Matrix& op2); \
template Matrix operator*(const kjb::Matrix& op1, const Matrix_d<NROWS, NCOLS, TRANSPOSED>& op2); \
template bool operator==(const Matrix& op2, const Matrix_d<NROWS, NCOLS, TRANSPOSED>& op1); \
template bool operator!=(const Matrix& op2, const Matrix_d<NROWS, NCOLS, TRANSPOSED>& op1); \
template Matrix_d<NROWS, NCOLS, TRANSPOSED> operator-(const Matrix op1, const Matrix_d<NROWS, NCOLS, TRANSPOSED>& op2); \
template Matrix_d<NROWS, NCOLS, TRANSPOSED> operator+(const Matrix& second, const Matrix_d<NROWS, NCOLS, TRANSPOSED>& op2); \
template Matrix_d<Matrix_d<NROWS,NCOLS,TRANSPOSED>::num_rows, Matrix_d<NROWS,NCOLS,TRANSPOSED>::num_cols> Matrix_d<NROWS,NCOLS,TRANSPOSED>::operator*(const Matrix_d<Matrix_d<NROWS,NCOLS,TRANSPOSED>::num_cols, Matrix_d<NROWS,NCOLS,TRANSPOSED>::num_cols, false>& second) const; \
template Matrix_d<Matrix_d<NROWS,NCOLS,TRANSPOSED>::num_rows, Matrix_d<NROWS,NCOLS,TRANSPOSED>::num_cols> Matrix_d<NROWS,NCOLS,TRANSPOSED>::operator*(const Matrix_d<Matrix_d<NROWS,NCOLS,TRANSPOSED>::num_cols, Matrix_d<NROWS,NCOLS,TRANSPOSED>::num_cols, true>& second) const; \
template std::ostream& operator<<(std::ostream& ost, const Matrix_d<NROWS, NCOLS, TRANSPOSED>& mat); \
template double accumulate(const Matrix_d<NROWS,NCOLS, TRANSPOSED>& mat, double init); \
template double max(const Matrix_d<NROWS,NCOLS,TRANSPOSED>& mat); \
template double min(const Matrix_d<NROWS,NCOLS,TRANSPOSED>& mat); \

#define FREE_FUNCTION_LIST_3DIM	(		A,
			B,
			C
	)

Value:

template Matrix_d<Matrix_d<A,B,false>::num_rows, Matrix_d<B,C,false>::num_cols> matrix_multiply_dispatch_(const Matrix_d<A,B,false>& m1, const Matrix_d<B,C,false>& m2); \
    template Matrix_d<Matrix_d<B,A,true>::num_rows, Matrix_d<B,C,false>::num_cols> matrix_multiply_dispatch_(const Matrix_d<B,A,true>& m1, const Matrix_d<B,C,false>& m2); \
    template Matrix_d<Matrix_d<B,A,true>::num_rows, Matrix_d<C,B,true>::num_cols> matrix_multiply_dispatch_(const Matrix_d<B,A,true>& m1, const Matrix_d<C,B,true>& m2); \
    template Matrix_d<Matrix_d<A,B,false>::num_rows, Matrix_d<C,B,true>::num_cols> matrix_multiply_dispatch_(const Matrix_d<A,B,false>& m1, const Matrix_d<C,B,true>& m2); \

#define FREE_FUNCTION_LIST_NO_TRANSPOSE	(		NROWS,
			NCOLS
	)

Value:

template Matrix_d<NROWS,NCOLS> create_random_matrix(); \
template double max_abs_difference( const Matrix_d<NROWS,NCOLS,false>& op1, const Matrix_d<NROWS,NCOLS,false>& op2 ); \

#define FREE_FUNCTION_LIST_SQUARE

(

D

)

Value:

template Matrix_d<D,D> create_identity_matrix(); \
template Matrix_d<D,D> outer_product(const Vector_d<D>& v1, const Vector_d<D>& v2); \
template double trace(const Matrix_d<D,D>& m);

#define MAX_DIMENSION   4