isInf()

isInf(x) provides a reliable way to determine if x is one of the two infinities (either negative or positive). More...

Functions
bool	SimTK::isInf (const negator< float > &x)
bool	SimTK::isInf (const negator< double > &x)
template<class P >
bool	SimTK::isInf (const negator< std::complex< P > > &x)
template<class P >
bool	SimTK::isInf (const negator< conjugate< P > > &x)
bool	SimTK::isInf (const float &x)
bool	SimTK::isInf (const double &x)
template<class P >
bool	SimTK::isInf (const std::complex< P > &x)
template<class P >
bool	SimTK::isInf (const conjugate< P > &x)

Detailed Description

isInf(x) provides a reliable way to determine if x is one of the two infinities (either negative or positive).

This routine is specialized for all SimTK scalar types: float, double std::complex<P>, SimTK::conjugate<P>, and SimTK::negator<T>, where T is any of the above. For complex and conjugate types, isInf() returns true if both components are infinite, or one is infinite and the other finite. That is, isInf() will never return true if one component is NaN.

Function Documentation

isInf() [1/8]

bool SimTK::isInf ( const negator< float > &  x )

inline

isInf() [2/8]

bool SimTK::isInf ( const negator< double > &  x )

inline

isInf() [3/8]

template<class P >

bool SimTK::isInf ( const negator< std::complex< P > > &  x )

inline

isInf() [4/8]

template<class P >

bool SimTK::isInf ( const negator< conjugate< P > > &  x )

inline

isInf() [5/8]

bool SimTK::isInf ( const float &  x )

inline

isInf() [6/8]

bool SimTK::isInf ( const double &  x )

inline

isInf() [7/8]

template<class P >

bool SimTK::isInf ( const std::complex< P > &  x )

inline

isInf() [8/8]

template<class P >

bool SimTK::isInf ( const conjugate< P > &  x )

inline