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matrixabstractlayermatrix3x3jrlmath.hh File Reference
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Macros

#define MAL_S3x3_MATRIX_TYPE(type)    jrlMathTools::Matrix3x3<type>
 
#define MAL_S3x3_MATRIX(name, type)    jrlMathTools::Matrix3x3<type> name
 
#define MAL_S3x3_MATRIX_CLEAR(name)    name.setZero()
 
#define MAL_S3x3_MATRIX_SET_IDENTITY(name)    name.setIdentity()
 
#define MAL_S3x3_INVERSE(name, inv_matrix, type)    name.Inversion(inv_matrix)
 
#define MAL_S3x3_RET_TRANSPOSE(matrix)    matrix.Transpose()
 
#define MAL_S3x3_TRANSPOSE_A_in_At(A, At)    A.Transpose(At)
 
#define MAL_S3x3_RET_A_by_B(A, B)    A*B
 
#define MAL_S3x3_C_eq_A_by_B(C, A, B)    A.CeqthismulB(B,C);
 
#define MAL_S3x3_MATRIX_ACCESS_I(name, i)    name[i]
 
#define MAL_S3x3_MATRIX_ACCESS_I_J(name, i, j)    name(i,j)
 

Typedefs

typedef jrlMathTools::Matrix3x3< double > matrix3d
 

Macro Definition Documentation

◆ MAL_S3x3_C_eq_A_by_B

#define MAL_S3x3_C_eq_A_by_B ( C,
A,
B )    A.CeqthismulB(B,C);

◆ MAL_S3x3_INVERSE

#define MAL_S3x3_INVERSE ( name,
inv_matrix,
type )    name.Inversion(inv_matrix)

◆ MAL_S3x3_MATRIX

#define MAL_S3x3_MATRIX ( name,
type )    jrlMathTools::Matrix3x3<type> name

◆ MAL_S3x3_MATRIX_ACCESS_I

#define MAL_S3x3_MATRIX_ACCESS_I ( name,
i )    name[i]

◆ MAL_S3x3_MATRIX_ACCESS_I_J

#define MAL_S3x3_MATRIX_ACCESS_I_J ( name,
i,
j )    name(i,j)

◆ MAL_S3x3_MATRIX_CLEAR

#define MAL_S3x3_MATRIX_CLEAR ( name)     name.setZero()

◆ MAL_S3x3_MATRIX_SET_IDENTITY

#define MAL_S3x3_MATRIX_SET_IDENTITY ( name)     name.setIdentity()

◆ MAL_S3x3_MATRIX_TYPE

#define MAL_S3x3_MATRIX_TYPE ( type)     jrlMathTools::Matrix3x3<type>

◆ MAL_S3x3_RET_A_by_B

#define MAL_S3x3_RET_A_by_B ( A,
B )    A*B

◆ MAL_S3x3_RET_TRANSPOSE

#define MAL_S3x3_RET_TRANSPOSE ( matrix)     matrix.Transpose()

◆ MAL_S3x3_TRANSPOSE_A_in_At

#define MAL_S3x3_TRANSPOSE_A_in_At ( A,
At )    A.Transpose(At)

Typedef Documentation

◆ matrix3d

This is a very fast and simple implementation of a 3D matrix class of double.