Simbody  3.5
SimTK::NTraits< complex< R > > Class Template Reference

Partial specialization for complex numbers – underlying real R is still a template parameter. More...

+ Inheritance diagram for SimTK::NTraits< complex< R > >:

Classes

struct  Result
 
struct  Substitute
 

Public Types

enum  {
  NRows = 1,
  NCols = 1,
  RowSpacing = 1,
  ColSpacing = 1,
  NPackedElements = 1,
  NActualElements = 1,
  NActualScalars = 1,
  ImagOffset = 1,
  RealStrideFactor = 2,
  ArgDepth = SCALAR_DEPTH,
  IsScalar = 1,
  IsULessScalar = 1,
  IsNumber = 1,
  IsStdNumber = 1,
  IsPrecision = 0,
  SignInterpretation = 1
}
 
typedef C T
 
typedef negator< C > TNeg
 
typedef C TWithoutNegator
 
typedef R TReal
 
typedef R TImag
 
typedef C TComplex
 
typedef conjugate< R > THerm
 
typedef C TPosTrans
 
typedef R TSqHermT
 
typedef R TSqTHerm
 
typedef C TElement
 
typedef C TRow
 
typedef C TCol
 
typedef C TSqrt
 
typedef R TAbs
 
typedef C TStandard
 
typedef C TInvert
 
typedef C TNormalize
 
typedef C Scalar
 
typedef C ULessScalar
 
typedef C Number
 
typedef C StdNumber
 
typedef R Precision
 
typedef R ScalarNormSq
 

Static Public Member Functions

static const T * getData (const T &t)
 
static T * updData (T &t)
 
static const R & real (const T &t)
 
static R & real (T &t)
 
static const R & imag (const T &t)
 
static R & imag (T &t)
 
static const TNeg & negate (const T &t)
 
static TNeg & negate (T &t)
 
static const THerm & transpose (const T &t)
 
static THerm & transpose (T &t)
 
static const TPosTrans & positionalTranspose (const T &t)
 
static TPosTrans & positionalTranspose (T &t)
 
static const TWithoutNegator & castAwayNegatorIfAny (const T &t)
 
static TWithoutNegator & updCastAwayNegatorIfAny (T &t)
 
static ScalarNormSq scalarNormSqr (const T &t)
 
static TSqrt sqrt (const T &t)
 
static TAbs abs (const T &t)
 
static const TStandard & standardize (const T &t)
 
static TNormalize normalize (const T &t)
 
static TInvert invert (const T &t)
 
static const T & getNaN ()
 
static const T & getInfinity ()
 
static const T & getI ()
 
static bool isFinite (const T &t)
 
static bool isNaN (const T &t)
 
static bool isInf (const T &t)
 
static double getDefaultTolerance ()
 
template<class R2 >
static bool isNumericallyEqual (const T &a, const complex< R2 > &b)
 
template<class R2 >
static bool isNumericallyEqual (const T &a, const complex< R2 > &b, double tol)
 
template<class R2 >
static bool isNumericallyEqual (const T &a, const conjugate< R2 > &b)
 
template<class R2 >
static bool isNumericallyEqual (const T &a, const conjugate< R2 > &b, double tol)
 
static bool isNumericallyEqual (const T &a, const float &b)
 
static bool isNumericallyEqual (const T &a, const float &b, double tol)
 
static bool isNumericallyEqual (const T &a, const double &b)
 
static bool isNumericallyEqual (const T &a, const double &b, double tol)
 
static bool isNumericallyEqual (const T &a, const long double &b)
 
static bool isNumericallyEqual (const T &a, const long double &b, double tol)
 
static bool isNumericallyEqual (const T &a, int b)
 
static bool isNumericallyEqual (const T &a, int b, double tol)
 
static const T & getZero ()
 
static const T & getOne ()
 
static const T & getMinusOne ()
 
static const T & getTwo ()
 
static const T & getThree ()
 
static const T & getOneHalf ()
 
static const T & getOneThird ()
 
static const T & getOneFourth ()
 
static const T & getOneFifth ()
 
static const T & getOneSixth ()
 
static const T & getOneSeventh ()
 
static const T & getOneEighth ()
 
static const T & getOneNinth ()
 
static const T & getPi ()
 
static const T & getOneOverPi ()
 
static const T & getE ()
 
static const T & getLog2E ()
 
static const T & getLog10E ()
 
static const T & getSqrt2 ()
 
static const T & getOneOverSqrt2 ()
 
static const T & getSqrt3 ()
 
static const T & getOneOverSqrt3 ()
 
static const T & getCubeRoot2 ()
 
static const T & getCubeRoot3 ()
 
static const T & getLn2 ()
 
static const T & getLn10 ()
 

Detailed Description

template<class R>
class SimTK::NTraits< complex< R > >

Partial specialization for complex numbers – underlying real R is still a template parameter.

Member Typedef Documentation

template<class R >
typedef C SimTK::NTraits< complex< R > >::T
template<class R >
typedef negator<C> SimTK::NTraits< complex< R > >::TNeg
template<class R >
typedef C SimTK::NTraits< complex< R > >::TWithoutNegator
template<class R >
typedef R SimTK::NTraits< complex< R > >::TReal
template<class R >
typedef R SimTK::NTraits< complex< R > >::TImag
template<class R >
typedef C SimTK::NTraits< complex< R > >::TComplex
template<class R >
typedef conjugate<R> SimTK::NTraits< complex< R > >::THerm
template<class R >
typedef C SimTK::NTraits< complex< R > >::TPosTrans
template<class R >
typedef R SimTK::NTraits< complex< R > >::TSqHermT
template<class R >
typedef R SimTK::NTraits< complex< R > >::TSqTHerm
template<class R >
typedef C SimTK::NTraits< complex< R > >::TElement
template<class R >
typedef C SimTK::NTraits< complex< R > >::TRow
template<class R >
typedef C SimTK::NTraits< complex< R > >::TCol
template<class R >
typedef C SimTK::NTraits< complex< R > >::TSqrt
template<class R >
typedef R SimTK::NTraits< complex< R > >::TAbs
template<class R >
typedef C SimTK::NTraits< complex< R > >::TStandard
template<class R >
typedef C SimTK::NTraits< complex< R > >::TInvert
template<class R >
typedef C SimTK::NTraits< complex< R > >::TNormalize
template<class R >
typedef C SimTK::NTraits< complex< R > >::Scalar
template<class R >
typedef C SimTK::NTraits< complex< R > >::ULessScalar
template<class R >
typedef C SimTK::NTraits< complex< R > >::Number
template<class R >
typedef C SimTK::NTraits< complex< R > >::StdNumber
template<class R >
typedef R SimTK::NTraits< complex< R > >::Precision
template<class R >
typedef R SimTK::NTraits< complex< R > >::ScalarNormSq

Member Enumeration Documentation

template<class R >
anonymous enum
Enumerator
NRows 
NCols 
RowSpacing 
ColSpacing 
NPackedElements 
NActualElements 
NActualScalars 
ImagOffset 
RealStrideFactor 
ArgDepth 
IsScalar 
IsULessScalar 
IsNumber 
IsStdNumber 
IsPrecision 
SignInterpretation 

Member Function Documentation

template<class R >
static const T* SimTK::NTraits< complex< R > >::getData ( const T &  t)
inlinestatic
template<class R >
static T* SimTK::NTraits< complex< R > >::updData ( T &  t)
inlinestatic
template<class R >
static const R& SimTK::NTraits< complex< R > >::real ( const T &  t)
inlinestatic
template<class R >
static R& SimTK::NTraits< complex< R > >::real ( T &  t)
inlinestatic
template<class R >
static const R& SimTK::NTraits< complex< R > >::imag ( const T &  t)
inlinestatic
template<class R >
static R& SimTK::NTraits< complex< R > >::imag ( T &  t)
inlinestatic
template<class R >
static const TNeg& SimTK::NTraits< complex< R > >::negate ( const T &  t)
inlinestatic
template<class R >
static TNeg& SimTK::NTraits< complex< R > >::negate ( T &  t)
inlinestatic
template<class R >
static const THerm& SimTK::NTraits< complex< R > >::transpose ( const T &  t)
inlinestatic
template<class R >
static THerm& SimTK::NTraits< complex< R > >::transpose ( T &  t)
inlinestatic
template<class R >
static const TPosTrans& SimTK::NTraits< complex< R > >::positionalTranspose ( const T &  t)
inlinestatic
template<class R >
static TPosTrans& SimTK::NTraits< complex< R > >::positionalTranspose ( T &  t)
inlinestatic
template<class R >
static const TWithoutNegator& SimTK::NTraits< complex< R > >::castAwayNegatorIfAny ( const T &  t)
inlinestatic
template<class R >
static TWithoutNegator& SimTK::NTraits< complex< R > >::updCastAwayNegatorIfAny ( T &  t)
inlinestatic
template<class R >
static ScalarNormSq SimTK::NTraits< complex< R > >::scalarNormSqr ( const T &  t)
inlinestatic
template<class R >
static TSqrt SimTK::NTraits< complex< R > >::sqrt ( const T &  t)
inlinestatic
template<class R >
static TAbs SimTK::NTraits< complex< R > >::abs ( const T &  t)
inlinestatic
template<class R >
static const TStandard& SimTK::NTraits< complex< R > >::standardize ( const T &  t)
inlinestatic
template<class R >
static TNormalize SimTK::NTraits< complex< R > >::normalize ( const T &  t)
inlinestatic
template<class R >
static TInvert SimTK::NTraits< complex< R > >::invert ( const T &  t)
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getNaN ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getInfinity ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getI ( )
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isFinite ( const T &  t)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isNaN ( const T &  t)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isInf ( const T &  t)
inlinestatic
template<class R >
static double SimTK::NTraits< complex< R > >::getDefaultTolerance ( )
inlinestatic
template<class R >
template<class R2 >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const complex< R2 > &  b 
)
inlinestatic
template<class R >
template<class R2 >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const complex< R2 > &  b,
double  tol 
)
inlinestatic
template<class R >
template<class R2 >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const conjugate< R2 > &  b 
)
inlinestatic
template<class R >
template<class R2 >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const conjugate< R2 > &  b,
double  tol 
)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const float &  b 
)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const float &  b,
double  tol 
)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const double &  b 
)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const double &  b,
double  tol 
)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const long double &  b 
)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
const long double &  b,
double  tol 
)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
int  b 
)
inlinestatic
template<class R >
static bool SimTK::NTraits< complex< R > >::isNumericallyEqual ( const T &  a,
int  b,
double  tol 
)
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getZero ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOne ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getMinusOne ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getTwo ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getThree ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneHalf ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneThird ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneFourth ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneFifth ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneSixth ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneSeventh ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneEighth ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneNinth ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getPi ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneOverPi ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getE ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getLog2E ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getLog10E ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getSqrt2 ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneOverSqrt2 ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getSqrt3 ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getOneOverSqrt3 ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getCubeRoot2 ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getCubeRoot3 ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getLn2 ( )
inlinestatic
template<class R >
static const T& SimTK::NTraits< complex< R > >::getLn10 ( )
inlinestatic

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