#include <IpScaledMatrix.hpp>
Public Member Functions | |
ScaledMatrix * | MakeNewScaledMatrix (bool allocate_unscaled_matrix=false) const |
Method for creating a new matrix of this specific type. | |
virtual Matrix * | MakeNew () const |
Overloaded MakeNew method for the MatrixSpace base class. | |
SmartPtr< const Vector > | RowScaling () const |
return the vector for the row scaling | |
SmartPtr< const MatrixSpace > | UnscaledMatrixSpace () const |
return the matrix space for the unscaled matrix | |
SmartPtr< const Vector > | ColumnScaling () const |
return the vector for the column scaling | |
Constructors / Destructors | |
ScaledMatrixSpace (const SmartPtr< const Vector > &row_scaling, bool row_scaling_reciprocal, const SmartPtr< const MatrixSpace > &unscaled_matrix_space, const SmartPtr< const Vector > &column_scaling, bool column_scaling_reciprocal) | |
Constructor, given the number of row and columns blocks, as well as the totel number of rows and columns. | |
~ScaledMatrixSpace () | |
Destructor. |
ScaledMatrixSpace | ( | const SmartPtr< const Vector > & | row_scaling, | |
bool | row_scaling_reciprocal, | |||
const SmartPtr< const MatrixSpace > & | unscaled_matrix_space, | |||
const SmartPtr< const Vector > & | column_scaling, | |||
bool | column_scaling_reciprocal | |||
) |
Constructor, given the number of row and columns blocks, as well as the totel number of rows and columns.
References Ipopt::IsValid().
~ScaledMatrixSpace | ( | ) | [inline] |
Destructor.
ScaledMatrix* MakeNewScaledMatrix | ( | bool | allocate_unscaled_matrix = false |
) | const [inline] |
Method for creating a new matrix of this specific type.
References ScaledMatrix::SetUnscaledMatrixNonConst().
Referenced by ScaledMatrixSpace::MakeNew().
virtual Matrix* MakeNew | ( | ) | const [inline, virtual] |
Overloaded MakeNew method for the MatrixSpace base class.
Implements MatrixSpace.
References ScaledMatrixSpace::MakeNewScaledMatrix().
SmartPtr<const MatrixSpace> UnscaledMatrixSpace | ( | ) | const [inline] |
return the matrix space for the unscaled matrix