Ipopt::SymScaledMatrix Class Reference

Class for a Matrix in conjunction with its scaling factors for row and column scaling. More...

#include <IpSymScaledMatrix.hpp>

Inheritance diagram for Ipopt::SymScaledMatrix:

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List of all members.

Public Member Functions

void SetUnscaledMatrix (const SmartPtr< const SymMatrix > unscaled_matrix)
 Set the unscaled matrix.
void SetUnscaledMatrixNonConst (const SmartPtr< SymMatrix > &unscaled_matrix)
 Set the unscaled matrix in a non-const version.
SmartPtr< const SymMatrixGetUnscaledMatrix () const
 Return the unscaled matrix in const form.
SmartPtr< SymMatrixGetUnscaledMatrixNonConst ()
 Return the unscaled matrix in non-const form.
SmartPtr< const VectorRowColScaling () const
 return the vector for the row and column scaling
Constructors / Destructors
 SymScaledMatrix (const SymScaledMatrixSpace *owner_space)
 Constructor, taking the owner_space.
 ~SymScaledMatrix ()
 Destructor.

Protected Member Functions

Methods overloaded from Matrix
virtual void MultVectorImpl (Number alpha, const Vector &x, Number beta, Vector &y) const
 Matrix-vector multiply.
virtual bool HasValidNumbersImpl () const
 Method for determining if all stored numbers are valid (i.e., no Inf or Nan).
virtual void PrintImpl (const Journalist &jnlst, EJournalLevel level, EJournalCategory category, const std::string &name, Index indent, const std::string &prefix) const
 Print detailed information about the matrix.

Private Member Functions

Default Compiler Generated Methods
(Hidden to avoid implicit creation/calling). These methods are not implemented and we do not want the compiler to implement them for us, so we declare them private and do not define them. This ensures that they will not be implicitly created/called.

 SymScaledMatrix ()
 Default Constructor.
 SymScaledMatrix (const SymScaledMatrix &)
 Copy Constructor.
void operator= (const SymScaledMatrix &)
 Overloaded Equals Operator.

Private Attributes

SmartPtr< const SymMatrixmatrix_
 const version of the unscaled matrix
SmartPtr< SymMatrixnonconst_matrix_
 non-const version of the unscaled matrix
SmartPtr< const SymScaledMatrixSpaceowner_space_
 Matrix space stored as a SymScaledMatrixSpace.

Detailed Description

Class for a Matrix in conjunction with its scaling factors for row and column scaling.

Operations on the matrix are performed using the scaled matrix. You can pull out the pointer to the unscaled matrix for unscaled calculations.

Definition at line 26 of file IpSymScaledMatrix.hpp.


Constructor & Destructor Documentation

Ipopt::SymScaledMatrix::SymScaledMatrix ( const SymScaledMatrixSpace owner_space  ) 

Constructor, taking the owner_space.

Ipopt::SymScaledMatrix::~SymScaledMatrix (  ) 

Destructor.

Ipopt::SymScaledMatrix::SymScaledMatrix (  )  [private]

Default Constructor.

Ipopt::SymScaledMatrix::SymScaledMatrix ( const SymScaledMatrix  )  [private]

Copy Constructor.


Member Function Documentation

void Ipopt::SymScaledMatrix::SetUnscaledMatrix ( const SmartPtr< const SymMatrix unscaled_matrix  )  [inline]

Set the unscaled matrix.

Definition at line 192 of file IpSymScaledMatrix.hpp.

References matrix_, nonconst_matrix_, and Ipopt::TaggedObject::ObjectChanged().

void Ipopt::SymScaledMatrix::SetUnscaledMatrixNonConst ( const SmartPtr< SymMatrix > &  unscaled_matrix  )  [inline]

Set the unscaled matrix in a non-const version.

Definition at line 200 of file IpSymScaledMatrix.hpp.

References Ipopt::GetRawPtr(), matrix_, nonconst_matrix_, and Ipopt::TaggedObject::ObjectChanged().

Referenced by Ipopt::SymScaledMatrixSpace::MakeNewSymScaledMatrix().

SmartPtr< const SymMatrix > Ipopt::SymScaledMatrix::GetUnscaledMatrix (  )  const [inline]

Return the unscaled matrix in const form.

Definition at line 208 of file IpSymScaledMatrix.hpp.

References matrix_.

SmartPtr< SymMatrix > Ipopt::SymScaledMatrix::GetUnscaledMatrixNonConst (  )  [inline]

Return the unscaled matrix in non-const form.

Definition at line 214 of file IpSymScaledMatrix.hpp.

References DBG_ASSERT, Ipopt::IsValid(), nonconst_matrix_, and Ipopt::TaggedObject::ObjectChanged().

SmartPtr< const Vector > Ipopt::SymScaledMatrix::RowColScaling (  )  const [inline]

return the vector for the row and column scaling

Definition at line 221 of file IpSymScaledMatrix.hpp.

References Ipopt::ConstPtr(), and owner_space_.

virtual void Ipopt::SymScaledMatrix::MultVectorImpl ( Number  alpha,
const Vector x,
Number  beta,
Vector y 
) const [protected, virtual]

Matrix-vector multiply.

Computes y = alpha * Matrix * x + beta * y

Implements Ipopt::Matrix.

virtual bool Ipopt::SymScaledMatrix::HasValidNumbersImpl (  )  const [protected, virtual]

Method for determining if all stored numbers are valid (i.e., no Inf or Nan).

It is assumed here that the scaling factors are always valid numbers.

Reimplemented from Ipopt::Matrix.

virtual void Ipopt::SymScaledMatrix::PrintImpl ( const Journalist jnlst,
EJournalLevel  level,
EJournalCategory  category,
const std::string &  name,
Index  indent,
const std::string &  prefix 
) const [protected, virtual]

Print detailed information about the matrix.

Implements Ipopt::Matrix.

void Ipopt::SymScaledMatrix::operator= ( const SymScaledMatrix  )  [private]

Overloaded Equals Operator.


Member Data Documentation

SmartPtr<const SymMatrix> Ipopt::SymScaledMatrix::matrix_ [private]

const version of the unscaled matrix

Definition at line 95 of file IpSymScaledMatrix.hpp.

Referenced by GetUnscaledMatrix(), SetUnscaledMatrix(), and SetUnscaledMatrixNonConst().

SmartPtr<SymMatrix> Ipopt::SymScaledMatrix::nonconst_matrix_ [private]

non-const version of the unscaled matrix

Definition at line 97 of file IpSymScaledMatrix.hpp.

Referenced by GetUnscaledMatrixNonConst(), SetUnscaledMatrix(), and SetUnscaledMatrixNonConst().

SmartPtr<const SymScaledMatrixSpace> Ipopt::SymScaledMatrix::owner_space_ [private]

Matrix space stored as a SymScaledMatrixSpace.

Reimplemented from Ipopt::SymMatrix.

Definition at line 100 of file IpSymScaledMatrix.hpp.

Referenced by RowColScaling().


The documentation for this class was generated from the following file:
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