h2d::detail::Common< FPT > Class Template Reference

Common templated class for all the geometric primitives. More...

#include <homog2d.hpp>

Inheritance diagram for h2d::detail::Common< FPT >:

Public Member Functions
std::pair< int, int >	dsize () const
	Get data size expressed as number of bits for, respectively, mantissa and exponent. More...
Dtype	dtype () const
	Get numerical data type as a Dtype value, can be stringified with h2d::getString(Dtype) More...
template<typename T >
constexpr bool	isInside (const Common< T > &) const
	This function is a fallback for all sub-classes that do not provide such a method. More...
size_t	size () const

Detailed Description

template<typename FPT>
class h2d::detail::Common< FPT >

Common templated class for all the geometric primitives.

Member Function Documentation

dsize()

template<typename FPT>

std::pair<int,int> h2d::detail::Common< FPT >::dsize ( ) const

inline

Get data size expressed as number of bits for, respectively, mantissa and exponent.

See also

h2d::dsize(const T&)

    {
        return priv::impl_dsize( detail::DataFpType<FPT>() );
    }

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dtype()

template<typename FPT>

Dtype h2d::detail::Common< FPT >::dtype ( ) const

inline

Get numerical data type as a Dtype value, can be stringified with h2d::getString(Dtype)

See also

h2d::dtype( const T& )

    {
        return priv::impl_dtype( detail::DataFpType<FPT>() );
    }

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isInside()

template<typename FPT>

template<typename T >

constexpr bool h2d::detail::Common< FPT >::isInside ( const Common< T > &  ) const

inline

This function is a fallback for all sub-classes that do not provide such a method.

It is necessary in a runtime polymorphism context, as we would have build failures if a given type disallows providing such a method (for example, when trying to check if some object is inside an open polyline, which makes no sense).

    {
        HOMOG2D_START;
        return false;
    }

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size()

template<typename FPT>

size_t h2d::detail::Common< FPT >::size ( ) const

inline

    {
        return 0;
    }

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

• homog2d.hpp