template_expressions.h File Reference

Go to the source code of this file.

Classes
class	ug::AlphaMat_Expression< R >
class	ug::AlphaMatVec_X_Expression< L, operation, R >
class	ug::AlphaVec_Expression< R >
class	ug::MatVec_Expression< L, R >
struct	ug::operation_add
struct	ug::operation_sub
class	ug::TE_AMV_X< A >
class	ug::TRANSPOSED< A >
	this helper class is a transposed of class A More...

Namespaces
	ug
	the ug namespace

Macros
#define	MAKE_TEMPLATE_OPERATORS_MATRIX(MATRIX_TYPE)
#define	MAKE_TEMPLATE_OPERATORS_MATRIX2(TEMPLATE_DEFINITION, MATRIX_TYPE)
#define	MAKE_TEMPLATE_OPERATORS_VECTOR(VECTOR_TYPE)
#define	MAKE_TEMPLATE_OPERATORS_VECTOR2(TEMPLATE_DEFINITION, VECTOR_TYPE)

Functions
template<typename T >
double	ug::getScaling (const AlphaVec_Expression< T > &t)
template<typename T >
double	ug::getScaling (const T &t)
template<typename T >
const T &	ug::getVector (const AlphaVec_Expression< T > &t)
template<typename T >
const T &	ug::getVector (const T &t)
template<typename L , typename R >
MatVec_Expression< L, R >	ug::operator* (const AlphaMat_Expression< L > &l, const R &r)
	create a MatVec_Expression by (alpha*MATRIX) * VECTOR More...
template<typename L , typename R >
AlphaMatVec_X_Expression< L, operation_add, R >	ug::operator+ (const TE_AMV_X< L > &l, const TE_AMV_X< R > &r)
	create AlphaMatVec_X_Expression<L, operation_add, R> by conjunction of TE_AMV_X<L> + TE_AMV_X<R> More...
template<typename L , typename R >
AlphaMatVec_X_Expression< L, operation_sub, R >	ug::operator- (const TE_AMV_X< L > &l, const TE_AMV_X< R > &r)
	create AlphaMatVec_X_Expression<L, operation_minus, R> by conjunction of TE_AMV_X<L> + TE_AMV_X<R> More...

Macro Definition Documentation

MAKE_TEMPLATE_OPERATORS_MATRIX

#define MAKE_TEMPLATE_OPERATORS_MATRIX

(

MATRIX_TYPE

)

Value:

AlphaMat_Expression <MATRIX_TYPE> operator * (double d, const MATRIX_TYPE &r) \
{ \
  return AlphaMat_Expression <MATRIX_TYPE> (d, r.cast()); \
} \
template<typename R> \
MatVec_Expression<MATRIX_TYPE, R> operator * (const MATRIX_TYPE &l, const R &r) \
{ \
  return MatVec_Expression<MATRIX_TYPE, R> (1.0, l, r); \
}

MAKE_TEMPLATE_OPERATORS_MATRIX2

#define MAKE_TEMPLATE_OPERATORS_MATRIX2	(		TEMPLATE_DEFINITION,
			MATRIX_TYPE
	)

Value:

template<TEMPLATE_DEFINITION> \
AlphaMat_Expression <MATRIX_TYPE> operator * (double d, const MATRIX_TYPE &r) \
{ \
  return AlphaMat_Expression <MATRIX_TYPE> (d, r.cast()); \
} \
template<TEMPLATE_DEFINITION, typename R> \
MatVec_Expression<MATRIX_TYPE, R> operator * (const MATRIX_TYPE &l, const R &r) \
{ \
  return MatVec_Expression<MATRIX_TYPE, R> (1.0, l, r); \
}

MAKE_TEMPLATE_OPERATORS_VECTOR

#define MAKE_TEMPLATE_OPERATORS_VECTOR

(

VECTOR_TYPE

)

Value:

AlphaVec_Expression<VECTOR_TYPE>  operator * (double d, const VECTOR_TYPE &r) \
{ \
  return AlphaVec_Expression<VECTOR_TYPE> (d, r); \
} \
template<typename L> \
AlphaMatVec_X_Expression<L, operation_add, VECTOR_TYPE> operator + (const L &l, const VECTOR_TYPE &r) \
{ \
  return AlphaMatVec_X_Expression<L, operation_add, VECTOR_TYPE > (l, r); \
} \
template<typename L> \
AlphaMatVec_X_Expression<L, operation_sub, VECTOR_TYPE> operator - (const L &l, const VECTOR_TYPE &r) \
{ \
  return AlphaMatVec_X_Expression<L, operation_sub, VECTOR_TYPE > (l, r); \
}

MAKE_TEMPLATE_OPERATORS_VECTOR2

#define MAKE_TEMPLATE_OPERATORS_VECTOR2	(		TEMPLATE_DEFINITION,
			VECTOR_TYPE
	)

Value:

template<TEMPLATE_DEFINITION> \
AlphaVec_Expression<VECTOR_TYPE>  operator * (double d, const VECTOR_TYPE &r) \
{ \
  return AlphaVec_Expression<VECTOR_TYPE> (d, r); \
} \
template<typename L, TEMPLATE_DEFINITION> \
AlphaMatVec_X_Expression<L, operation_add, VECTOR_TYPE> operator + (const L &l, const VECTOR_TYPE &r) \
{ \
  return AlphaMatVec_X_Expression<L, operation_add, VECTOR_TYPE > (l, r); \
} \
template<typename L, TEMPLATE_DEFINITION> \
AlphaMatVec_X_Expression<L, operation_sub, VECTOR_TYPE> operator - (const L &l, const VECTOR_TYPE &r) \
{ \
  return AlphaMatVec_X_Expression<L, operation_sub, VECTOR_TYPE > (l, r); \
}