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Pipal
1.2.0
Penalty Interior-Point ALgorithm
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Class for managing the current search direction of the solver. More...
#include <Types.hxx>
Public Member Functions | |
| Direction ()=default | |
| Default constructor. | |
| Direction (Direction const &)=delete | |
| Delete copy constructor and assignment operator. | |
| Direction & | operator= (Direction const &)=delete |
| Delete copy constructor and assignment operator. | |
Public Attributes | |
| Vector< Real > | x |
| Real | x_norm |
| Real | x_norm_ |
| Array< Real > | r1 |
| Array< Real > | r2 |
| Array< Real > | lE |
| Array< Real > | s1 |
| Array< Real > | s2 |
| Array< Real > | lI |
| Real | l_norm |
| Real | lred0 |
| Real | ltred0 |
| Real | ltred |
| Real | qtred |
| Real | m |
| Real | The real number type. |
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default |
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delete |
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delete |
| Real Pipal::Direction< Real >::l_norm |
Constraint multiplier direction norm.
| Array<Real> Pipal::Direction< Real >::lE |
Equality constraint multiplier direction.
| Array<Real> Pipal::Direction< Real >::lI |
Inequality constraint multiplier direction.
| Real Pipal::Direction< Real >::lred0 |
Penalty-interior-point linear model value for zero penalty parameter.
| Real Pipal::Direction< Real >::ltred |
Penalty-interior-point linear model reduction value.
| Real Pipal::Direction< Real >::ltred0 |
Penalty-interior-point linear model reduction value for zero penalty parameter.
| Real Pipal::Direction< Real >::m |
Quality function value.
| Real Pipal::Direction< Real >::qtred |
Penalty-interior-point quadratic model reduction value.
| Array<Real> Pipal::Direction< Real >::r1 |
Equality constraint slack direction.
| Array<Real> Pipal::Direction< Real >::r2 |
Equality constraint slack direction.
| Array<Real> Pipal::Direction< Real >::s1 |
Inequality constraint slack direction.
| Array<Real> Pipal::Direction< Real >::s2 |
Inequality constraint slack direction.
| Vector<Real> Pipal::Direction< Real >::x |
Primal direction.
| Real Pipal::Direction< Real >::x_norm |
Primal direction norm value.
| Real Pipal::Direction< Real >::x_norm_ |
Primal direction norm last value.