GSLFunAdapters.cpp

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// ============================================================================
// Include files
// ============================================================================
// GaudiGSL/GaudiMath
// ============================================================================
#include "GaudiMath/GSLFunAdapters.h"
#include "GaudiMath/GaudiMath.h"
// ============================================================================
// GSL 
// ============================================================================
#include "gsl/gsl_mode.h"
#include "gsl/gsl_sf_result.h"
// ============================================================================

namespace Genfun 
{
  namespace GaudiMathImplementation
  {
    
    FUNCTION_OBJECT_IMP( GSLFunctionWithError )
    
    GSLFunctionWithError::GSLFunctionWithError 
    ( GSLFunctionWithError::Function function ) 
      : AbsFunction()
      , m_function ( function )
      , m_result ( new gsl_sf_result() )
    {
      m_result -> val = -1.e+10 ;
      m_result -> err = -1.e+10 ;
    }
    
    GSLFunctionWithError::GSLFunctionWithError 
    ( const GSLFunctionWithError& func  )
      : AbsFunction()
      , m_function ( func.m_function    )
      , m_result   ( new gsl_sf_result() )
    {
      m_result -> val = func.m_result -> val ;
      m_result -> err = func.m_result -> err ;
    }
    
    
    double GSLFunctionWithError::operator() 
      (       double    x ) const 
    {
      (*m_function)( x , m_result.get() ) ;
      return m_result -> val ;
    }
    
    double GSLFunctionWithError::operator() 
      ( const Genfun::Argument& x ) const
    {
      (*m_function)( x[0] , m_result.get() ) ;
      return m_result -> val ;
    }
    
    Genfun::Derivative GSLFunctionWithError::partial 
    ( unsigned int i ) const 
    {
      if( i >= 1 ) 
      {
        const AbsFunction& aux = GaudiMath::Constant( 0 , 1 ) ;
        return Genfun::FunctionNoop( &aux ) ;
      };
      const AbsFunction& aux = GaudiMath::Derivative( *this , i) ;
      return Genfun::FunctionNoop( &aux ) ;      
    }
    
    GSLFunctionWithError::Function GSLFunctionWithError::function() const 
    { return  m_function      ; }    
    
    const gsl_sf_result& GSLFunctionWithError::result () const 
    { return *m_result        ; }    
    
    double               GSLFunctionWithError::error  () const 
    { return  m_result -> err ; }


    FUNCTION_OBJECT_IMP( GSLFunctionWithMode )
    
    GSLFunctionWithMode::GSLFunctionWithMode 
    ( GSLFunctionWithMode::Function  function , 
      const gsl_mode_t&              mod      ) 
      : AbsFunction()
      , m_function ( function )
      , m_mode     ( new gsl_mode_t() )
    {
      *m_mode = mod ;
    }
    
    GSLFunctionWithMode::GSLFunctionWithMode 
    ( const GSLFunctionWithMode& func  )
      : AbsFunction()
      , m_function ( func.m_function   )
      , m_mode     ( new gsl_mode_t () )
    {
      *m_mode = *(func.m_mode) ;
    }
    
    double GSLFunctionWithMode::operator() 
      (       double    x ) const 
    { return (*m_function)( x , *m_mode ) ; }
    
    double GSLFunctionWithMode::operator() 
      ( const Genfun::Argument& x ) const
    { return (*m_function)( x[0] , *m_mode ) ; }
    
    Genfun::Derivative GSLFunctionWithMode::partial 
    ( unsigned int i ) const 
    {
      if( i >= 1 ) 
      {
        const AbsFunction& aux = GaudiMath::Constant( 0 , 1 ) ;
        return Genfun::FunctionNoop( &aux ) ;
      };
      const AbsFunction& aux = GaudiMath::Derivative( *this , i) ;
      return Genfun::FunctionNoop( &aux ) ;      
    }
    
    GSLFunctionWithMode::Function GSLFunctionWithMode::function() const 
    { return  m_function      ; }    
    
    const gsl_mode_t&             GSLFunctionWithMode::mode    () const 
    { return *m_mode          ; }


    FUNCTION_OBJECT_IMP( GSLFunctionWithModeAndError )
    
    GSLFunctionWithModeAndError::GSLFunctionWithModeAndError 
    ( GSLFunctionWithModeAndError::Function  function , 
      const gsl_mode_t&              mod      ) 
      : AbsFunction()
      , m_function ( function )
      , m_mode     ( new gsl_mode_t() )
      , m_result   ( new gsl_sf_result() )
    {
      *m_mode = mod ;
      m_result -> val = -1.e+10 ;
      m_result -> err = -1.e+10 ;
    }
    
    GSLFunctionWithModeAndError::GSLFunctionWithModeAndError 
    ( const GSLFunctionWithModeAndError& func  )
      : AbsFunction()
      , m_function ( func.m_function     )
      , m_mode     ( new gsl_mode_t ()   )
      , m_result   ( new gsl_sf_result() )
    {
      *m_mode         = *(func.m_mode)         ;
      m_result -> val =   func.m_result -> val ;
      m_result -> err =   func.m_result -> err ;
    }
    
    
    double GSLFunctionWithModeAndError::operator() 
      (       double    x ) const 
    { 
      (*m_function)( x , *m_mode , m_result.get() ) ; 
      return m_result -> val ;
    }
    
    double GSLFunctionWithModeAndError::operator() 
      ( const Genfun::Argument& x ) const
    { 
      (*m_function)( x[0] , *m_mode , m_result.get() ) ; 
      return m_result -> val ;
    }
    
    Genfun::Derivative GSLFunctionWithModeAndError::partial 
    ( unsigned int i ) const 
    {
      if( i >= 1 ) 
      {
        const AbsFunction& aux = GaudiMath::Constant( 0 , 1 ) ;
        return Genfun::FunctionNoop( &aux ) ;
      };
      const AbsFunction& aux = GaudiMath::Derivative( *this , i) ;
      return Genfun::FunctionNoop( &aux ) ;      
    }
    
    GSLFunctionWithModeAndError::Function 
    GSLFunctionWithModeAndError::function() const 
    { return  m_function      ; }    
    
    const gsl_mode_t&             
    GSLFunctionWithModeAndError::mode    () const 
    { return *m_mode          ; }

    const gsl_sf_result& 
    GSLFunctionWithModeAndError::result  () const 
    { return *m_result        ; }    
    
    double               
    GSLFunctionWithModeAndError::error   () const 
    { return  m_result -> err ; }

  } // end of namespace GaudiMathImplementation 
} // end of namespace Genfun