Generated on Thu Apr 11 13:59:53 2019 for Gecode by doxygen 1.6.3

Gecode::Float::Transcendental::Exp< A, B > Class Template Reference
[Float propagators]

Propagator for bounds consistent exp operator More...

#include <transcendental.hh>

List of all members.

Public Member Functions

virtual Actorcopy (Space &home)
 Create copy during cloning.
virtual ExecStatus propagate (Space &home, const ModEventDelta &med)
 Perform propagation.

Static Public Member Functions

static ExecStatus post (Home home, A x0, B x1)
 Post propagator for $e^{x_0} = x_1$.

Protected Member Functions

 Exp (Space &home, Exp &p)
 Constructor for cloning p.
 Exp (Home home, A x0, B x1)
 Constructor for creation.

Detailed Description

template<class A, class B>
class Gecode::Float::Transcendental::Exp< A, B >

Propagator for bounds consistent exp operator

The types A and B give the types of the views.

Requires

Definition at line 55 of file transcendental.hh.


Constructor & Destructor Documentation

template<class A , class B >
Gecode::Float::Transcendental::Exp< A, B >::Exp ( Space home,
Exp< A, B > &  p 
) [inline, protected]

Constructor for cloning p.

Definition at line 65 of file exp-log.hpp.

template<class A , class B >
Gecode::Float::Transcendental::Exp< A, B >::Exp ( Home  home,
x0,
x1 
) [inline, protected]

Constructor for creation.

Definition at line 43 of file exp-log.hpp.


Member Function Documentation

template<class A , class B >
Actor * Gecode::Float::Transcendental::Exp< A, B >::copy ( Space home  )  [inline, virtual]

Create copy during cloning.

Implements Gecode::Actor.

Definition at line 70 of file exp-log.hpp.

template<class A , class B >
ExecStatus Gecode::Float::Transcendental::Exp< A, B >::propagate ( Space home,
const ModEventDelta med 
) [inline, virtual]

Perform propagation.

Implements Gecode::Propagator.

Definition at line 76 of file exp-log.hpp.

template<class A , class B >
ExecStatus Gecode::Float::Transcendental::Exp< A, B >::post ( Home  home,
x0,
x1 
) [inline, static]

Post propagator for $e^{x_0} = x_1$.

Definition at line 48 of file exp-log.hpp.


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