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Modules | |
DynamicVector | |
HybridVector | |
StaticVector | |
Expressions | |
Classes | |
struct | blaze::DenseVector< VT, TF > |
Base class for N-dimensional dense vectors.The DenseVector class is a base class for all arbitrarily sized (N-dimensional) dense vectors. It provides an abstraction from the actual type of the dense vector, but enables a conversion back to this type via the Vector base class. More... | |
Functions | |
template<typename T1 , typename T2 > | |
const DisableIf< IsMatMatMultExpr< T1 >, DMatDVecMultExpr< T1, T2 > >::Type | blaze::operator* (const DenseMatrix< T1, false > &mat, const DenseVector< T2, false > &vec) |
Multiplication operator for the multiplication of a row-major dense matrix and a dense vector ( ![]() | |
template<typename T1 , bool SO, typename T2 > | |
const EnableIf< IsMatMatMultExpr< T1 >, typename MultExprTrait< T1, T2 >::Type >::Type | blaze::operator* (const DenseMatrix< T1, SO > &mat, const DenseVector< T2, false > &vec) |
Multiplication operator for the multiplication of a dense matrix-matrix multiplication expression and a dense vector ( ![]() | |
template<typename T1 , typename T2 > | |
const DisableIf< Or< IsSymmetric< T1 >, IsMatMatMultExpr< T1 > >, DMatSVecMultExpr< T1, T2 > >::Type | blaze::operator* (const DenseMatrix< T1, false > &mat, const SparseVector< T2, false > &vec) |
Multiplication operator for the multiplication of a row-major dense matrix and a sparse vector ( ![]() | |
template<typename VT , bool TF> | |
const DVecAbsExpr< VT, TF > | blaze::abs (const DenseVector< VT, TF > &dv) |
Returns a vector containing the absolute values of each single element of dv. More... | |
template<typename T1 , typename T2 , bool TF> | |
const DVecDVecAddExpr< T1, T2, TF > | blaze::operator+ (const DenseVector< T1, TF > &lhs, const DenseVector< T2, TF > &rhs) |
Addition operator for the addition of two dense vectors ( ![]() | |
template<typename T1 , typename T2 > | |
const DVecDVecCrossExpr< T1, T2 > | blaze::operator% (const DenseVector< T1, false > &lhs, const DenseVector< T2, false > &rhs) |
Operator for the cross product of two dense vectors ( ![]() | |
template<typename T1 , typename T2 , bool TF> | |
const DVecDVecMultExpr< T1, T2, TF > | blaze::operator* (const DenseVector< T1, TF > &lhs, const DenseVector< T2, TF > &rhs) |
Multiplication operator for the componentwise product of two dense vectors ( ![]() | |
template<typename T1 , typename T2 , bool TF> | |
const DVecDVecSubExpr< T1, T2, TF > | blaze::operator- (const DenseVector< T1, TF > &lhs, const DenseVector< T2, TF > &rhs) |
Subtraction operator for the subtraction of two dense vectors ( ![]() | |
template<typename VT , bool TF> | |
const DVecEvalExpr< VT, TF > | blaze::eval (const DenseVector< VT, TF > &dv) |
Forces the evaluation of the given dense vector expression dv. More... | |
template<typename T1 , typename T2 , bool TF> | |
const EnableIf< IsNumeric< T2 >, typename DivExprTrait< T1, T2 >::Type >::Type | blaze::operator/ (const DenseVector< T1, TF > &vec, T2 scalar) |
Division operator for the divison of a dense vector by a scalar value ( ![]() | |
template<typename VT , bool TF> | |
const DVecScalarMultExpr< VT, typename BaseElementType< VT >::Type, TF > | blaze::operator- (const DenseVector< VT, TF > &dv) |
Unary minus operator for the negation of a dense vector ( ![]() | |
template<typename T1 , typename T2 , bool TF> | |
const EnableIf< IsNumeric< T2 >, typename MultExprTrait< T1, T2 >::Type >::Type | blaze::operator* (const DenseVector< T1, TF > &vec, T2 scalar) |
Multiplication operator for the multiplication of a dense vector and a scalar value ( ![]() | |
template<typename T1 , typename T2 , bool TF> | |
const EnableIf< IsNumeric< T1 >, typename MultExprTrait< T1, T2 >::Type >::Type | blaze::operator* (T1 scalar, const DenseVector< T2, TF > &vec) |
Multiplication operator for the multiplication of a scalar value and a dense vector ( ![]() | |
template<typename VT , bool TF> | |
const DVecSerialExpr< VT, TF > | blaze::serial (const DenseVector< VT, TF > &dv) |
Forces the serial evaluation of the given dense vector expression dv. More... | |
template<typename T1 , typename T2 , bool TF> | |
const DVecSVecAddExpr< T1, T2, TF > | blaze::operator+ (const DenseVector< T1, TF > &lhs, const SparseVector< T2, TF > &rhs) |
Addition operator for the addition of a dense vector and a sparse vector ( ![]() | |
template<typename T1 , typename T2 , bool TF> | |
const DVecSVecAddExpr< T2, T1, TF > | blaze::operator+ (const SparseVector< T1, TF > &lhs, const DenseVector< T2, TF > &rhs) |
Addition operator for the addition of a sparse vector and a dense vector ( ![]() | |
template<typename T1 , typename T2 > | |
const DVecSVecCrossExpr< T1, T2 > | blaze::operator% (const DenseVector< T1, false > &lhs, const SparseVector< T2, false > &rhs) |
Operator for the cross product of a dense vector and a sparse vector ( ![]() | |
template<typename T1 , typename T2 , bool TF> | |
const DVecSVecSubExpr< T1, T2, TF > | blaze::operator- (const DenseVector< T1, TF > &lhs, const SparseVector< T2, TF > &rhs) |
Subtraction operator for the subtraction of a dense vector and a sparse vector ( ![]() | |
template<typename VT , bool TF> | |
const DVecTransExpr< VT,!TF > | blaze::trans (const DenseVector< VT, TF > &dv) |
Calculation of the transpose of the given dense vector. More... | |
template<typename T1 , typename T2 > | |
const DisableIf< IsMatMatMultExpr< T1 >, SMatDVecMultExpr< T1, T2 > >::Type | blaze::operator* (const SparseMatrix< T1, false > &mat, const DenseVector< T2, false > &vec) |
Multiplication operator for the multiplication of a row-major sparse matrix and a dense vector ( ![]() | |
template<typename T1 , bool SO, typename T2 > | |
const EnableIf< IsMatMatMultExpr< T1 >, typename MultExprTrait< T1, T2 >::Type >::Type | blaze::operator* (const SparseMatrix< T1, SO > &mat, const DenseVector< T2, false > &vec) |
Multiplication operator for the multiplication of a sparse matrix-matrix multiplication expression and a dense vector ( ![]() | |
template<typename T1 , typename T2 > | |
const SVecDVecCrossExpr< T1, T2 > | blaze::operator% (const SparseVector< T1, false > &lhs, const DenseVector< T2, false > &rhs) |
Operator for the cross product of a sparse vector and a dense vector ( ![]() | |
template<typename T1 , typename T2 , bool TF> | |
const SVecDVecSubExpr< T1, T2, TF > | blaze::operator- (const SparseVector< T1, TF > &lhs, const DenseVector< T2, TF > &rhs) |
Subtraction operator for the subtraction of a sparse vector and a dense vector ( ![]() | |
template<typename T1 , typename T2 > | |
const SVecSVecCrossExpr< T1, T2 > | blaze::operator% (const SparseVector< T1, false > &lhs, const SparseVector< T2, false > &rhs) |
Operator for the cross product of two sparse vectors ( ![]() | |
template<typename T1 , typename T2 > | |
const DisableIf< IsMatMatMultExpr< T1 >, TDMatDVecMultExpr< T1, T2 > >::Type | blaze::operator* (const DenseMatrix< T1, true > &mat, const DenseVector< T2, false > &vec) |
Multiplication operator for the multiplication of a column-major dense matrix and a dense vector ( ![]() | |
template<typename T1 , typename T2 > | |
const DisableIf< IsMatMatMultExpr< T1 >, TDMatSVecMultExpr< T1, T2 > >::Type | blaze::operator* (const DenseMatrix< T1, true > &mat, const SparseVector< T2, false > &vec) |
Multiplication operator for the multiplication of a column-major dense matrix and a sparse vector ( ![]() | |
template<typename T1 , typename T2 > | |
const DisableIf< IsMatMatMultExpr< T2 >, TDVecDMatMultExpr< T1, T2 > >::Type | blaze::operator* (const DenseVector< T1, true > &vec, const DenseMatrix< T2, false > &mat) |
Multiplication operator for the multiplication of a transpose dense vector and a row-major dense matrix ( ![]() | |
template<typename T1 , typename T2 , bool SO> | |
const EnableIf< IsMatMatMultExpr< T2 >, typename MultExprTrait< T1, T2 >::Type >::Type | blaze::operator* (const DenseVector< T1, true > &vec, const DenseMatrix< T2, SO > &mat) |
Multiplication operator for the multiplication of a transpose dense vector and a dense matrix-matrix multiplication expression ( ![]() | |
template<typename T1 , typename T2 > | |
DisableIf< TDVecDVecMultExprHelper< T1, T2 >, const typename MultTrait< typename T1::ElementType, typename T2::ElementType >::Type >::Type | blaze::operator* (const DenseVector< T1, true > &lhs, const DenseVector< T2, false > &rhs) |
Default multiplication operator for the scalar product (inner product) of two dense vectors ( ![]() | |
template<typename T1 , typename T2 > | |
const DisableIf< Or< IsSymmetric< T2 >, IsMatMatMultExpr< T2 > >, TDVecSMatMultExpr< T1, T2 > >::Type | blaze::operator* (const DenseVector< T1, true > &vec, const SparseMatrix< T2, false > &mat) |
Multiplication operator for the multiplication of a transpose dense vector and a row-major sparse matrix ( ![]() | |
template<typename T1 , typename T2 , bool SO> | |
const EnableIf< IsMatMatMultExpr< T2 >, typename MultExprTrait< T1, T2 >::Type >::Type | blaze::operator* (const DenseVector< T1, true > &vec, const SparseMatrix< T2, SO > &mat) |
Multiplication operator for the multiplication of a transpose dense vector and a sparse matrix-matrix multiplication expression ( ![]() | |
template<typename T1 , typename T2 > | |
const DisableIf< Or< IsSymmetric< T1 >, IsMatMatMultExpr< T1 > >, TSMatDVecMultExpr< T1, T2 > >::Type | blaze::operator* (const SparseMatrix< T1, true > &mat, const DenseVector< T2, false > &vec) |
Multiplication operator for the multiplication of a column-major sparse matrix and a dense vector ( ![]() | |
template<typename T1 , typename T2 , bool SO> | |
const EnableIf< IsMatMatMultExpr< T2 >, typename MultExprTrait< T1, T2 >::Type >::Type | blaze::operator* (const SparseVector< T1, true > &vec, const DenseMatrix< T2, SO > &mat) |
Multiplication operator for the multiplication of a transpose sparse vector and a dense matrix-matrix multiplication expression ( ![]() | |
template<typename T1 , typename T2 > | |
const DisableIf< Or< IsSymmetric< T2 >, IsMatMatMultExpr< T2 > >, TSVecTDMatMultExpr< T1, T2 > >::Type | blaze::operator* (const SparseVector< T1, true > &vec, const DenseMatrix< T2, true > &mat) |
Multiplication operator for the multiplication of a transpose sparse vector and a column-major dense matrix ( ![]() | |
Friends | |
template<typename VT2 > | |
void | blaze::TDVecSMatMultExpr< VT, MT >::assign (DenseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
Assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
void | blaze::TDVecSMatMultExpr< VT, MT >::assign (SparseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
Assignment of a transpose dense vector-sparse matrix multiplication to a sparse vector ( ![]() | |
template<typename VT2 > | |
void | blaze::TDVecSMatMultExpr< VT, MT >::addAssign (DenseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
Addition assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
void | blaze::TDVecSMatMultExpr< VT, MT >::subAssign (DenseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
Subtraction assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
void | blaze::TDVecSMatMultExpr< VT, MT >::multAssign (DenseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
Multiplication assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecSMatMultExpr< VT, MT >::smpAssign (DenseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
SMP assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecSMatMultExpr< VT, MT >::smpAssign (SparseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
SMP assignment of a transpose dense vector-sparse matrix multiplication to a sparse vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecSMatMultExpr< VT, MT >::smpAddAssign (DenseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
Addition assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecSMatMultExpr< VT, MT >::smpSubAssign (DenseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
SMP subtraction assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecSMatMultExpr< VT, MT >::smpMultAssign (DenseVector< VT2, true > &lhs, const TDVecSMatMultExpr &rhs) |
SMP multiplication assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::assign (DenseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
Assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::assign (SparseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
Assignment of a transpose dense vector-transpose sparse matrix multiplication to a sparse vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::addAssign (DenseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
Addition assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::subAssign (DenseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
Subtraction assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::multAssign (DenseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
Multiplication assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::smpAssign (DenseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
SMP assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::smpAssign (SparseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
SMP assignment of a transpose dense vector-transpose sparse matrix multiplication to a sparse vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::smpAddAssign (DenseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
SMP addition assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::smpSubAssign (DenseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
SMP subtraction assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TDVecTSMatMultExpr< VT, MT >::smpMultAssign (DenseVector< VT2, true > &lhs, const TDVecTSMatMultExpr &rhs) |
SMP multiplication assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
void | blaze::TSVecDMatMultExpr< VT, MT >::addAssign (DenseVector< VT2, true > &lhs, const TSVecDMatMultExpr &rhs) |
Addition assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
void | blaze::TSVecDMatMultExpr< VT, MT >::subAssign (DenseVector< VT2, true > &lhs, const TSVecDMatMultExpr &rhs) |
Subtraction assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
void | blaze::TSVecDMatMultExpr< VT, MT >::multAssign (DenseVector< VT2, true > &lhs, const TSVecDMatMultExpr &rhs) |
Multiplication assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TSVecDMatMultExpr< VT, MT >::smpAddAssign (DenseVector< VT2, true > &lhs, const TSVecDMatMultExpr &rhs) |
SMP addition assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TSVecDMatMultExpr< VT, MT >::smpSubAssign (DenseVector< VT2, true > &lhs, const TSVecDMatMultExpr &rhs) |
SMP subtraction assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TSVecDMatMultExpr< VT, MT >::smpMultAssign (DenseVector< VT2, true > &lhs, const TSVecDMatMultExpr &rhs) |
SMP multiplication assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseAssign< VT2 > >::Type | blaze::TSVecTDMatMultExpr< VT, MT >::addAssign (DenseVector< VT2, true > &lhs, const TSVecTDMatMultExpr &rhs) |
Addition assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseAssign< VT2 > >::Type | blaze::TSVecTDMatMultExpr< VT, MT >::subAssign (DenseVector< VT2, true > &lhs, const TSVecTDMatMultExpr &rhs) |
Subtraction assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseAssign< VT2 > >::Type | blaze::TSVecTDMatMultExpr< VT, MT >::multAssign (DenseVector< VT2, true > &lhs, const TSVecTDMatMultExpr &rhs) |
Multiplication assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TSVecTDMatMultExpr< VT, MT >::smpAddAssign (DenseVector< VT2, true > &lhs, const TSVecTDMatMultExpr &rhs) |
SMP addition assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TSVecTDMatMultExpr< VT, MT >::smpSubAssign (DenseVector< VT2, true > &lhs, const TSVecTDMatMultExpr &rhs) |
SMP subtraction assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ![]() | |
template<typename VT2 > | |
EnableIf< UseSMPAssign< VT2 > >::Type | blaze::TSVecTDMatMultExpr< VT, MT >::smpMultAssign (DenseVector< VT2, true > &lhs, const TSVecTDMatMultExpr &rhs) |
SMP multiplication assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ![]() | |
DenseVector operators | |
template<typename T1 , bool TF1, typename T2 , bool TF2> | |
bool | blaze::operator== (const DenseVector< T1, TF1 > &lhs, const DenseVector< T2, TF2 > &rhs) |
Equality operator for the comparison of two dense vectors. More... | |
template<typename T1 , bool TF1, typename T2 , bool TF2> | |
bool | blaze::operator== (const DenseVector< T1, TF1 > &lhs, const SparseVector< T2, TF2 > &rhs) |
Equality operator for the comparison of a dense vector and a sparse vector. More... | |
template<typename T1 , bool TF1, typename T2 , bool TF2> | |
bool | blaze::operator== (const SparseVector< T1, TF1 > &lhs, const DenseVector< T2, TF2 > &rhs) |
Equality operator for the comparison of a sparse vector and a dense vector. More... | |
template<typename T1 , typename T2 , bool TF> | |
EnableIf< IsNumeric< T2 >, bool >::Type | blaze::operator== (const DenseVector< T1, TF > &vec, T2 scalar) |
Equality operator for the comparison of a dense vector and a scalar value. More... | |
template<typename T1 , typename T2 , bool TF> | |
EnableIf< IsNumeric< T1 >, bool >::Type | blaze::operator== (T1 scalar, const DenseVector< T2, TF > &vec) |
Equality operator for the comparison of a scalar value and a dense vector. More... | |
template<typename T1 , bool TF1, typename T2 , bool TF2> | |
bool | blaze::operator!= (const DenseVector< T1, TF1 > &lhs, const DenseVector< T2, TF2 > &rhs) |
Inequality operator for the comparison of two dense vectors. More... | |
template<typename T1 , bool TF1, typename T2 , bool TF2> | |
bool | blaze::operator!= (const DenseVector< T1, TF1 > &lhs, const SparseVector< T2, TF2 > &rhs) |
Inequality operator for the comparison of a dense vector and a sparse vector. More... | |
template<typename T1 , bool TF1, typename T2 , bool TF2> | |
bool | blaze::operator!= (const SparseVector< T1, TF1 > &lhs, const DenseVector< T2, TF2 > &rhs) |
Inequality operator for the comparison of a sparse vector and a dense vector. More... | |
template<typename T1 , typename T2 , bool TF> | |
EnableIf< IsNumeric< T2 >, bool >::Type | blaze::operator!= (const DenseVector< T1, TF > &vec, T2 scalar) |
Inequality operator for the comparison of a dense vector and a scalar value. More... | |
template<typename T1 , typename T2 , bool TF> | |
EnableIf< IsNumeric< T1 >, bool >::Type | blaze::operator!= (T1 scalar, const DenseVector< T2, TF > &vec) |
Inequality operator for the comparison of a scalar value and a dense vector. More... | |
DenseVector functions | |
template<typename VT , bool TF> | |
bool | blaze::isnan (const DenseVector< VT, TF > &dv) |
Checks the given dense vector for not-a-number elements. More... | |
template<typename VT , bool TF> | |
bool | blaze::isUniform (const DenseVector< VT, TF > &dv) |
Checks if the given dense vector is a uniform vector. More... | |
template<typename VT , bool TF> | |
CMathTrait< typename VT::ElementType >::Type | blaze::length (const DenseVector< VT, TF > &dv) |
Calculation of the dense vector length ![]() | |
template<typename VT , bool TF> | |
const VT::ElementType | blaze::sqrLength (const DenseVector< VT, TF > &dv) |
Calculation of the dense vector square length ![]() | |
template<typename VT , bool TF> | |
const VT::ElementType | blaze::min (const DenseVector< VT, TF > &dv) |
Returns the smallest element of the dense vector. More... | |
template<typename VT , bool TF> | |
const VT::ElementType | blaze::max (const DenseVector< VT, TF > &dv) |
Returns the largest element of the dense vector. More... | |
|
inline |
Returns a vector containing the absolute values of each single element of dv.
dv | The input vector. |
The abs function calculates the absolute value of each element of the input vector dv. The function returns an expression representing this operation.
The following example demonstrates the use of the abs function:
|
inline |
Forces the evaluation of the given dense vector expression dv.
dv | The input vector. |
The eval function forces the evaluation of the given dense vector expression dv. The function returns an expression representing this operation.
The following example demonstrates the use of the eval function:
bool blaze::isnan | ( | const DenseVector< VT, TF > & | dv | ) |
Checks the given dense vector for not-a-number elements.
dv | The vector to be checked for not-a-number elements. |
This function checks the N-dimensional dense vector for not-a-number (NaN) elements. If at least one element of the vector is not-a-number, the function returns true, otherwise it returns false.
Note that this function only works for vectors with floating point elements. The attempt to use it for a vector with a non-floating point element type results in a compile time error.
bool blaze::isUniform | ( | const DenseVector< VT, TF > & | dv | ) |
Checks if the given dense vector is a uniform vector.
dv | The dense vector to be checked. |
This function checks if the given dense vector is a uniform vector. The vector is considered to be uniform if all its elements are identical. The following code example demonstrates the use of the function:
It is also possible to check if a vector expression results in a uniform vector:
However, note that this might require the complete evaluation of the expression, including the generation of a temporary vector.
CMathTrait< typename VT::ElementType >::Type blaze::length | ( | const DenseVector< VT, TF > & | dv | ) |
Calculation of the dense vector length .
dv | The given dense vector. |
This function calculates the actual length of the dense vector. The return type of the length() function depends on the actual element type of the vector instance:
ElementType | LengthType |
float | float |
integral data types and double | double |
long double | long double |
Note: This operation is only defined for numeric data types. In case the element type is not a numeric data type (i.e. a user defined data type or boolean) the attempt to use the length() function results in a compile time error!
const VT::ElementType blaze::max | ( | const DenseVector< VT, TF > & | dv | ) |
Returns the largest element of the dense vector.
dv | The given dense vector. |
This function returns the largest element of the given dense vector. This function can only be used for element types that support the smaller-than relationship. In case the vector currently has a size of 0, the returned value is the default value (e.g. 0 in case of fundamental data types).
const VT::ElementType blaze::min | ( | const DenseVector< VT, TF > & | dv | ) |
Returns the smallest element of the dense vector.
dv | The given dense vector. |
This function returns the smallest element of the given dense vector. This function can only be used for element types that support the smaller-than relationship. In case the vector currently has a size of 0, the returned value is the default value (e.g. 0 in case of fundamental data types).
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Inequality operator for the comparison of two dense vectors.
lhs | The left-hand side dense vector for the comparison. |
rhs | The right-hand side dense vector for the comparison. |
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Inequality operator for the comparison of a dense vector and a sparse vector.
lhs | The left-hand side dense vector for the comparison. |
rhs | The right-hand side sparse vector for the comparison. |
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Inequality operator for the comparison of a sparse vector and a dense vector.
lhs | The left-hand side sparse vector for the comparison. |
rhs | The right-hand side dense vector for the comparison. |
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Inequality operator for the comparison of a dense vector and a scalar value.
vec | The left-hand side dense vector for the comparison. |
scalar | The right-hand side scalar value for the comparison. |
If one value of the vector is inequal to the scalar value, the inequality test returns true, otherwise false. Note that this function can only be used with built-in, numerical data types!
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Inequality operator for the comparison of a scalar value and a dense vector.
scalar | The left-hand side scalar value for the comparison. |
vec | The right-hand side dense vector for the comparison. |
If one value of the vector is inequal to the scalar value, the inequality test returns true, otherwise false. Note that this function can only be used with built-in, numerical data types!
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Operator for the cross product of two sparse vectors ( ).
lhs | The left-hand side sparse vector for the cross product. |
rhs | The right-hand side sparse vector for the cross product. |
std::invalid_argument | Invalid vector size for cross product. |
This operator represents the cross product of two sparse vectors:
The operator returns a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the CrossTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Operator for the cross product of two dense vectors ( ).
lhs | The left-hand side dense vector for the cross product. |
rhs | The right-hand side dense vector for the cross product. |
std::invalid_argument | Invalid vector size for cross product. |
This operator represents the cross product of two dense vectors:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the CrossTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Operator for the cross product of a dense vector and a sparse vector ( ).
lhs | The left-hand side dense vector for the cross product. |
rhs | The right-hand side sparse vector for the cross product. |
std::invalid_argument | Invalid vector size for cross product. |
This operator represents the cross product of a dense vector and a sparse vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the CrossTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Operator for the cross product of a sparse vector and a dense vector ( ).
lhs | The left-hand side sparse vector for the cross product. |
rhs | The right-hand side dense vector for the cross product. |
std::invalid_argument | Invalid vector size for cross product. |
This operator represents the cross product of a sparse vector and a dense vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the CrossTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Default multiplication operator for the scalar product (inner product) of two dense vectors ( ).
lhs | The left-hand side dense vector for the inner product. |
rhs | The right-hand side dense vector for the inner product. |
std::invalid_argument | Vector sizes do not match. |
This operator represents the scalar product (inner product) of two dense vectors:
The operator returns a scalar value of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a transpose sparse vector and a column-major dense matrix ( ).
vec | The left-hand side transpose sparse vector for the multiplication. |
mat | The right-hand side column-major dense matrix for the multiplication. |
std::invalid_argument | Vector and matrix sizes do not match. |
This operator represents the multiplication between a transpose sparse vector and a column-major dense matrix:
The operator returns an expression representing a transpose sparse vector of the higher-order element type of the two involved element types T1::ElementType and T2::ElementType. Both the dense matrix type T1 and the dense vector type T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current size of the vector vec doesn't match the current number of rows of the matrix mat, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a row-major dense matrix and a sparse vector ( ).
mat | The left-hand side row-major dense matrix for the multiplication. |
vec | The right-hand side sparse vector for the multiplication. |
std::invalid_argument | Matrix and vector sizes do not match. |
This operator represents the multiplication between a row-major dense matrix and a sparse vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved element types T1::ElementType and T2::ElementType. Both the dense matrix type T1 and the sparse vector type T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current size of the vector vec doesn't match the current number of columns of the matrix mat, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a transpose dense vector and a row-major sparse matrix ( ).
vec | The left-hand side transpose dense vector for the multiplication. |
mat | The right-hand side row-major sparse matrix for the multiplication. |
std::invalid_argument | Vector and matrix sizes do not match. |
This operator represents the multiplication between a transpose dense vector and a row-major sparse matrix:
The operator returns an expression representing a transpose dense vector of the higher-order element type of the two involved element types T1::ElementType and T2::ElementType. Both the sparse matrix type T1 and the dense vector type T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current size of the vector vec doesn't match the current number of rows of the matrix mat, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a row-major sparse matrix and a dense vector ( ).
mat | The left-hand side row-major sparse matrix for the multiplication. |
vec | The right-hand side dense vector for the multiplication. |
std::invalid_argument | Matrix and vector sizes do not match. |
This operator represents the multiplication between a row-major sparse matrix and a dense vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved element types T1::ElementType and T2::ElementType. Both the sparse matrix type T1 and the dense vector type T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current size of the vector vec doesn't match the current number of columns of the matrix mat, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a column-major sparse matrix and a dense vector ( ).
mat | The left-hand side column-major sparse matrix for the multiplication. |
vec | The right-hand side dense vector for the multiplication. |
std::invalid_argument | Matrix and vector sizes do not match. |
This operator represents the multiplication between a column-major sparse matrix and a dense vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved element types T1::ElementType and T2::ElementType. Both the sparse matrix type T1 and the dense vector type T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current size of the vector vec doesn't match the current number of columns of the matrix mat, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a sparse matrix-matrix multiplication expression and a dense vector ( ).
mat | The left-hand side sparse matrix-matrix multiplication. |
vec | The right-hand side dense vector for the multiplication. |
This operator implements a performance optimized treatment of the multiplication of a sparse matrix-matrix multiplication expression and a dense vector. It restructures the expression to the expression
.
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Multiplication operator for the multiplication of a transpose dense vector and a sparse matrix-matrix multiplication expression ( ).
vec | The left-hand side dense vector for the multiplication. |
mat | The right-hand side sparse matrix-matrix multiplication. |
This operator implements a performance optimized treatment of the multiplication of a dense vector and a sparse matrix-matrix multiplication expression. It restructures the expression to the expression
.
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Multiplication operator for the multiplication of a dense vector and a scalar value ( ).
vec | The left-hand side dense vector for the multiplication. |
scalar | The right-hand side scalar value for the multiplication. |
This operator represents the multiplication between a dense vector and a scalar value:
The operator returns an expression representing a dense vector of the higher-order element type of the involved data types T1::ElementType and T2. Both data types T1::ElementType and T2 have to be supported by the MultTrait class template. Note that this operator only works for scalar values of built-in data type.
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Multiplication operator for the componentwise product of two dense vectors ( ).
lhs | The left-hand side dense vector for the component product. |
rhs | The right-hand side dense vector for the component product. |
std::invalid_argument | Vector sizes do not match. |
This operator represents the component product of two dense vectors:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a scalar value and a dense vector ( ).
scalar | The left-hand side scalar value for the multiplication. |
vec | The right-hand side vector for the multiplication. |
This operator represents the multiplication between a a scalar value and dense vector:
The operator returns an expression representing a dense vector of the higher-order element type of the involved data types T1::ElementType and T2. Both data types T1 and T2::ElementType have to be supported by the MultTrait class template. Note that this operator only works for scalar values of built-in data type.
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Multiplication operator for the multiplication of a column-major dense matrix and a sparse vector ( ).
mat | The left-hand side column-major dense matrix for the multiplication. |
vec | The right-hand side sparse vector for the multiplication. |
std::invalid_argument | Matrix and vector sizes do not match. |
This operator represents the multiplication between a column-major dense matrix and a sparse vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved element types T1::ElementType and T2::ElementType. Both the dense matrix type T1 and the sparse vector type T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current size of the vector vec doesn't match the current number of columns of the matrix mat, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a transpose sparse vector and a dense matrix-matrix multiplication expression ( ).
vec | The left-hand side sparse vector for the multiplication. |
mat | The right-hand side dense matrix-matrix multiplication. |
This operator implements a performance optimized treatment of the multiplication of a sparse vector and a dense matrix-matrix multiplication expression. It restructures the expression to the expression
.
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Multiplication operator for the multiplication of a column-major dense matrix and a dense vector ( ).
mat | The left-hand side column-major dense matrix for the multiplication. |
vec | The right-hand side dense vector for the multiplication. |
std::invalid_argument | Matrix and vector sizes do not match. |
This operator represents the multiplication between a column-major dense matrix and a dense vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved element types T1::ElementType and T2::ElementType. Both the dense matrix type T1 and the dense vector type T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current size of the vector vec doesn't match the current number of columns of the matrix mat, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a transpose dense vector and a row-major dense matrix ( ).
vec | The left-hand side transpose dense vector for the multiplication. |
mat | The right-hand side row-major dense matrix for the multiplication. |
std::invalid_argument | Vector and matrix sizes do not match. |
This operator represents the multiplication between a transpose dense vector and a row-major dense matrix:
The operator returns an expression representing a transpose dense vector of the higher-order element type of the two involved element types T1::ElementType and T2::ElementType. Both the dense matrix type T1 and the dense vector type T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current size of the vector vec doesn't match the current number of rows of the matrix mat, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a transpose dense vector and a dense matrix-matrix multiplication expression ( ).
vec | The left-hand side dense vector for the multiplication. |
mat | The right-hand side dense matrix-matrix multiplication. |
This operator implements a performance optimized treatment of the multiplication of a dense vector and a dense matrix-matrix multiplication expression. It restructures the expression to the expression
.
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Multiplication operator for the multiplication of a row-major dense matrix and a dense vector ( ).
mat | The left-hand side row-major dense matrix for the multiplication. |
vec | The right-hand side dense vector for the multiplication. |
std::invalid_argument | Matrix and vector sizes do not match. |
This operator represents the multiplication between a row-major dense matrix and a dense vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved element types T1::ElementType and T2::ElementType. Both the dense matrix type T1 and the dense vector type T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the MultTrait class template.
In case the current size of the vector vec doesn't match the current number of columns of the matrix mat, a std::invalid_argument is thrown.
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Multiplication operator for the multiplication of a dense matrix-matrix multiplication expression and a dense vector ( ).
mat | The left-hand side dense matrix-matrix multiplication. |
vec | The right-hand side dense vector for the multiplication. |
This operator implements a performance optimized treatment of the multiplication of a dense matrix-matrix multiplication expression and a dense vector. It restructures the expression to the expression
.
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Addition operator for the addition of a dense vector and a sparse vector ( ).
lhs | The left-hand side dense vector for the vector addition. |
rhs | The right-hand side sparse vector for the vector addition. |
std::invalid_argument | Vector sizes do not match. |
This operator represents the addition of a dense vector and a sparse vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the AddTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Addition operator for the addition of a sparse vector and a dense vector ( ).
lhs | The left-hand side sparse vector for the vector addition. |
rhs | The right-hand side dense vector for the vector addition. |
std::invalid_argument | Vector sizes do not match. |
This operator represents the addition of a sparse vector and a dense vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the AddTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Addition operator for the addition of two dense vectors ( ).
lhs | The left-hand side dense vector for the vector addition. |
rhs | The right-hand side dense vector for the vector addition. |
std::invalid_argument | Vector sizes do not match. |
This operator represents the addition of two dense vectors:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the AddTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Subtraction operator for the subtraction of a sparse vector and a dense vector ( ).
lhs | The left-hand side sparse vector for the vector subtraction. |
rhs | The right-hand side dense vector to be subtracted from the sparse vector. |
std::invalid_argument | Vector sizes do not match. |
This operator represents the subtraction of a sparse vector and a dense vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the SubTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Subtraction operator for the subtraction of a dense vector and a sparse vector ( ).
lhs | The left-hand side dense vector for the vector subtraction. |
rhs | The right-hand side sparse vector to be subtracted from the dense vector. |
std::invalid_argument | Vector sizes do not match. |
This operator represents the subtraction of a dense vector and a sparse vector:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the SubTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Unary minus operator for the negation of a dense vector ( ).
dv | The dense vector to be negated. |
This operator represents the negation of a dense vector:
The operator returns an expression representing the negation of the given dense vector.
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Subtraction operator for the subtraction of two dense vectors ( ).
lhs | The left-hand side dense vector for the vector subtraction. |
rhs | The right-hand side dense vector to be subtracted from the vector. |
std::invalid_argument | Vector sizes do not match. |
This operator represents the subtraction of two dense vectors:
The operator returns an expression representing a dense vector of the higher-order element type of the two involved vector element types T1::ElementType and T2::ElementType. Both vector types T1 and T2 as well as the two element types T1::ElementType and T2::ElementType have to be supported by the SubTrait class template.
In case the current sizes of the two given vectors don't match, a std::invalid_argument is thrown.
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Division operator for the divison of a dense vector by a scalar value ( ).
vec | The left-hand side dense vector for the division. |
scalar | The right-hand side scalar value for the division. |
This operator represents the division of a dense vector by a scalar value:
The operator returns an expression representing a dense vector of the higher-order element type of the involved data types T1::ElementType and T2. Both data types T1::ElementType and T2 have to be supported by the DivTrait class template. Note that this operator only works for scalar values of built-in data type.
Note: A division by zero is only checked by an user assert.
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Equality operator for the comparison of two dense vectors.
lhs | The left-hand side dense vector for the comparison. |
rhs | The right-hand side dense vector for the comparison. |
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inline |
Equality operator for the comparison of a dense vector and a sparse vector.
lhs | The left-hand side dense vector for the comparison. |
rhs | The right-hand side sparse vector for the comparison. |
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inline |
Equality operator for the comparison of a sparse vector and a dense vector.
lhs | The left-hand side sparse vector for the comparison. |
rhs | The right-hand side dense vector for the comparison. |
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inline |
Equality operator for the comparison of a dense vector and a scalar value.
vec | The left-hand side dense vector for the comparison. |
scalar | The right-hand side scalar value for the comparison. |
If all values of the vector are equal to the scalar value, the equality test returns true, otherwise false. Note that this function can only be used with built-in, numerical data types!
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inline |
Equality operator for the comparison of a scalar value and a dense vector.
scalar | The left-hand side scalar value for the comparison. |
vec | The right-hand side dense vector for the comparison. |
If all values of the vector are equal to the scalar value, the equality test returns true, otherwise false. Note that this function can only be used with built-in, numerical data types!
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Forces the serial evaluation of the given dense vector expression dv.
dv | The input vector. |
The serial function forces the serial evaluation of the given dense vector expression dv. The function returns an expression representing this operation.
The following example demonstrates the use of the serial function:
const VT::ElementType blaze::sqrLength | ( | const DenseVector< VT, TF > & | dv | ) |
Calculation of the dense vector square length .
dv | The given dense vector. |
This function calculates the actual square length of the dense vector.
Note: This operation is only defined for numeric data types. In case the element type is not a numeric data type (i.e. a user defined data type or boolean) the attempt to use the sqrLength() function results in a compile time error!
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Calculation of the transpose of the given dense vector.
dv | The dense vector to be transposed. |
This function returns an expression representing the transpose of the given dense vector:
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friend |
Addition assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be added. |
This function implements the performance optimized addition assignment of a transpose dense vector-sparse matrix multiplication expression to a dense vector.
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friend |
Addition assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be added. |
This function implements the performance optimized addition assignment of a transpose dense vector-transpose sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case either the left-hand side vector operand is a compound expression or the right-hand side matrix operand requires an intermediate evaluation.
|
friend |
Addition assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be added. |
This function implements the performance optimized addition assignment of a transpose sparse vector-transpose dense matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case either the left-hand side matrix operand requires an intermediate evaluation or the right-hand side vector operand is a compound expression.
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friend |
Addition assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be added. |
This function implements the performance optimized addition assignment of a transpose sparse vector-dense matrix multiplication expression to a dense vector.
|
friend |
Assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be assigned. |
This function implements the performance optimized assignment of a transpose dense vector- sparse matrix multiplication expression to a dense vector.
|
friend |
Assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be assigned. |
This function implements the performance optimized assignment of a transpose dense vector- transpose sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case either the left-hand side vector operand is a compound expression or the right-hand side matrix operand requires an intermediate evaluation.
|
friend |
Assignment of a transpose dense vector-sparse matrix multiplication to a sparse vector ( ).
lhs | The target left-hand side sparse vector. |
rhs | The right-hand side multiplication expression to be assigned. |
This function implements the performance optimized assignment of a transpose dense vector- sparse matrix multiplication expression to a sparse vector.
|
friend |
Assignment of a transpose dense vector-transpose sparse matrix multiplication to a sparse vector ( ).
lhs | The target left-hand side sparse vector. |
rhs | The right-hand side multiplication expression to be assigned. |
This function implements the performance optimized assignment of a transpose dense vector- transpose sparse matrix multiplication expression to a sparse vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case either the left-hand side vector operand is a compound expression or the right-hand side matrix operand requires an intermediate evaluation.
|
friend |
Multiplication assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be multiplied. |
This function implements the performance optimized multiplication assignment of a transpose dense vector-transpose sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case either the left-hand side vector operand is a compound expression or the right-hand side matrix operand requires an intermediate evaluation.
|
friend |
Multiplication assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be multiplied. |
This function implements the performance optimized multiplication assignment of a transpose sparse vector-transpose dense matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case either the left-hand side matrix operand requires an intermediate evaluation or the right-hand side vector operand is a compound expression.
|
friend |
Multiplication assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be multiplied. |
This function implements the performance optimized multiplication assignment of a transpose dense vector-sparse matrix multiplication expression to a dense vector.
|
friend |
Multiplication assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be multiplied. |
This function implements the performance optimized multiplication assignment of a transpose sparse vector-dense matrix multiplication expression to a dense vector.
|
friend |
SMP addition assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be added. |
This function implements the performance optimized SMP addition assignment of a transpose dense vector-transpose sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP addition assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be added. |
This function implements the performance optimized SMP addition assignment of a transpose sparse vector-transpose dense matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
Addition assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be added. |
This function implements the performance optimized SMP addition assignment of a transpose dense vector-sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP addition assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be added. |
This function implements the performance optimized SMP addition assignment of a transpose sparse vector-dense matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be assigned. |
This function implements the performance optimized SMP assignment of a transpose dense vector-transpose sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP assignment of a transpose dense vector-transpose sparse matrix multiplication to a sparse vector ( ).
lhs | The target left-hand side sparse vector. |
rhs | The right-hand side multiplication expression to be assigned. |
This function implements the performance optimized SMP assignment of a transpose dense vector-transpose sparse matrix multiplication expression to a sparse vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be assigned. |
This function implements the performance optimized SMP assignment of a transpose dense vector-sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP assignment of a transpose dense vector-sparse matrix multiplication to a sparse vector ( ).
lhs | The target left-hand side sparse vector. |
rhs | The right-hand side multiplication expression to be assigned. |
This function implements the performance optimized SMP assignment of a transpose dense vector-sparse matrix multiplication expression to a sparse vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP multiplication assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be multiplied. |
This function implements the performance optimized SMP multiplication assignment of a transpose dense vector-transpose sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP multiplication assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be multiplied. |
This function implements the performance optimized SMP multiplication assignment of a transpose sparse vector-transpose dense matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP multiplication assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be multiplied. |
This function implements the performance optimized SMP multiplication assignment of a transpose dense vector-sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP multiplication assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be multiplied. |
This function implements the performance optimized SMP multiplication assignment of a transpose sparse vector-dense matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP subtraction assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be subtracted. |
This function implements the performance optimized SMP subtraction assignment of a transpose dense vector-transpose sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP subtraction assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be subtracted. |
This function implements the performance optimized SMP subtraction assignment of a transpose sparse vector-transpose dense matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP subtraction assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be subtracted. |
This function implements the performance optimized SMP subtraction assignment of a transpose dense vector-sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
SMP subtraction assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be subtracted. |
This function implements the performance optimized SMP subtraction assignment of a transpose sparse vector-dense matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case the expression specific parallel evaluation strategy is selected.
|
friend |
Subtraction assignment of a transpose dense vector-transpose sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be subtracted. |
This function implements the performance optimized subtraction assignment of a transpose dense vector-transpose sparse matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case either the left-hand side vector operand is a compound expression or the right-hand side matrix operand requires an intermediate evaluation.
|
friend |
Subtraction assignment of a transpose sparse vector-transpose dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be subtracted. |
This function implements the performance optimized subtraction assignment of a transpose sparse vector-transpose dense matrix multiplication expression to a dense vector. Due to the explicit application of the SFINAE principle, this function can only be selected by the compiler in case either the left-hand side matrix operand requires an intermediate evaluation or the right-hand side vector operand is a compound expression.
|
friend |
Subtraction assignment of a transpose dense vector-sparse matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be subtracted. |
This function implements the performance optimized subtraction assignment of a transpose dense vector-sparse matrix multiplication expression to a dense vector.
|
friend |
Subtraction assignment of a transpose sparse vector-dense matrix multiplication to a dense vector ( ).
lhs | The target left-hand side dense vector. |
rhs | The right-hand side multiplication expression to be subtracted. |
This function implements the performance optimized subtraction assignment of a transpose sparse vector-dense matrix multiplication expression to a dense vector.