zhecomplex Class Reference

(DO NOT USE) Complex-double Class for Hermitian matrices More...

#include <zhecomplex.hpp>

Inheritance diagram for zhecomplex:

Public Member Functions
	zhecomplex (const CPPL_INT &, const CPPL_INT &, comple &)
zhecomplex &	operator= (const comple &)
zhecomplex &	operator+= (const comple &)
zhecomplex &	operator-= (const comple &)
zhecomplex &	operator*= (const comple &)

Public Attributes
CPPL_INT	i
CPPL_INT	j
comple &	v

Detailed Description

(DO NOT USE) Complex-double Class for Hermitian matrices

Definition at line 3 of file zhecomplex.hpp.

Constructor & Destructor Documentation

zhecomplex::zhecomplex ( const CPPL_INT &  _i, const CPPL_INT &  _j, comple &  _v  )

inline

constructor

Definition at line 32 of file zhecomplex.hpp.

References i, and j.

  : comple( _i < _j ? std::conj( _v ) : _v ), 
    v( _v )
{CPPL_VERBOSE_REPORT;
  i = _i;
  j = _j;
}

Member Function Documentation

zhecomplex & zhecomplex::operator= ( const comple &  _v )

inline

operator=

Definition at line 46 of file zhecomplex.hpp.

References conj(), i, j, and v.

{CPPL_VERBOSE_REPORT;
#ifdef  CPPL_DEBUG
  if( i==j && std::fabs(_v.imag()) > DBL_MIN ){
    WARNING_REPORT;
    std::cerr << "Diagonal components of a hermitian matrix have to be real numbers." << std::endl
              << "Your input to the (" << i << "," << j << ") element was a complex number, " << _v << "." << std::endl;
  }
#endif//CPPL_DEBUG
  
  //comple::operator=( _v );
  //v = ( i < j ? std::conj( _v ) : _v );
  if(i>=j){
    v =_v;
  }
  else{//i<j
    v =std::conj(_v);
  }
  return *this;
}

zhecomplex & zhecomplex::operator+= ( const comple &  _v )

inline

operator+=

Definition at line 69 of file zhecomplex.hpp.

References conj(), i, j, and v.

{CPPL_VERBOSE_REPORT;
#ifdef  CPPL_DEBUG
  if( i==j && std::fabs(_v.imag()) > DBL_MIN ){
    WARNING_REPORT;
    std::cerr << "Diagonal components of a hermitian matrix have to be real numbers." << std::endl
              << "Your input to the (" << i << "," << j << ") element was a complex number, " << _v << "." << std::endl;
  }
#endif//CPPL_DEBUG
  
  if(i>=j){
    v +=_v;
  }
  else{//i<j
    v +=std::conj(_v);
  }
  return *this;
}

zhecomplex & zhecomplex::operator-= ( const comple &  _v )

inline

operator-=

Definition at line 90 of file zhecomplex.hpp.

References conj(), i, j, and v.

{CPPL_VERBOSE_REPORT;
#ifdef  CPPL_DEBUG
  if( i==j && std::fabs(_v.imag()) > DBL_MIN ){
    WARNING_REPORT;
    std::cerr << "Diagonal components of a hermitian matrix have to be real numbers." << std::endl
              << "Your input to the (" << i << "," << j << ") element was a complex number, " << _v << "." << std::endl;
  }
#endif//CPPL_DEBUG
  
  if(i>=j){
    v -=_v;
  }
  else{//i<j
    v -=std::conj(_v);
  }
  return *this;
}

zhecomplex & zhecomplex::operator*= ( const comple &  _v )

inline

operator*=

Definition at line 111 of file zhecomplex.hpp.

References conj(), i, j, and v.

{CPPL_VERBOSE_REPORT;
#ifdef  CPPL_DEBUG
  if( i==j && std::fabs(_v.imag()) > DBL_MIN ){
    WARNING_REPORT;
    std::cerr << "Diagonal components of a hermitian matrix have to be real numbers." << std::endl
              << "Your input to the (" << i << "," << j << ") element was a complex number, " << _v << "." << std::endl;
  }
#endif//CPPL_DEBUG
  
  if(i>=j){
    v *=_v;
  }
  else{//i<j
    v *=std::conj(_v);
  }
  return *this;
}

Member Data Documentation

CPPL_INT zhecomplex::i

Definition at line 9 of file zhecomplex.hpp.

Referenced by operator*=(), operator+=(), operator-=(), operator=(), and zhecomplex().

CPPL_INT zhecomplex::j

Definition at line 9 of file zhecomplex.hpp.

Referenced by operator*=(), operator+=(), operator-=(), operator=(), and zhecomplex().

comple& zhecomplex::v

Definition at line 10 of file zhecomplex.hpp.

Referenced by operator*=(), operator+=(), operator-=(), and operator=().

---

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

• zhecomplex.hpp