PCL
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Functions | |
template<typename T1 , class T2 > | |
bool | pcl::operator< (const Complex< T1 > &c, T2 x) noexcept |
template<typename T1 , class T2 > | |
bool | pcl::operator< (const Complex< T1 > &c1, const Complex< T2 > &c2) noexcept |
template<typename T1 , class T2 > | |
bool | pcl::operator< (T1 x, const Complex< T2 > &c) noexcept |
template<typename T1 , class T2 > | |
bool | pcl::operator== (const Complex< T1 > &c, T2 x) noexcept |
template<typename T1 , class T2 > | |
bool | pcl::operator== (const Complex< T1 > &c1, const Complex< T2 > &c2) noexcept |
template<typename T1 , class T2 > | |
bool | pcl::operator== (T1 x, const Complex< T2 > &c) noexcept |
The elements of the complex plane don't follow any particular "natural" order. Of course, our definitions of the <, <=, > and >= operators for complex numbers are completely arbitrary: we just compare complex magnitudes. This effectively sorts complex numbers by concentric circles around the origin.
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inlinenoexcept |
Returns true iff a complex number c is less than a real number x.
Definition at line 911 of file Complex.h.
References pcl::Abs().
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inlinenoexcept |
Returns true iff a real number x is less than a complex number c.
Definition at line 921 of file Complex.h.
References pcl::Abs().
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inlinenoexcept |