SPAR/AIModule/BWTA/vendors/CGAL/CGAL/number_utils.h File Reference

#include <CGAL/number_type_basic.h>

Include dependency graph for number_utils.h:

This graph shows which files directly or indirectly include this file:

Go to the source code of this file.

Functions
template<class AS >
CGAL_BEGIN_NAMESPACE CGAL_NTS_BEGIN_NAMESPACE void	simplify (AS &x)
template<class AS >
Algebraic_structure_traits< AS > ::Unit_part::result_type	unit_part (const AS &x)
template<class AS >
Algebraic_structure_traits< AS > ::Is_square::result_type	is_square (const AS &x, typename Algebraic_structure_traits< AS >::Is_square::second_argument_type y)
template<class AS >
Algebraic_structure_traits< AS > ::Is_square::result_type	is_square (const AS &x)
template<class AS >
Algebraic_structure_traits< AS > ::Square::result_type	square (const AS &x)
template<class AS >
Algebraic_structure_traits< AS > ::Is_one::result_type	is_one (const AS &x)
template<class AS >
Algebraic_structure_traits< AS > ::Sqrt::result_type	sqrt (const AS &x)
template<class A , class B >
Algebraic_structure_traits < typename Coercion_traits< A, B >::Type > ::Integral_division::result_type	integral_division (const A &x, const B &y)
template<class A , class B >
Algebraic_structure_traits < typename Coercion_traits< A, B >::Type > ::Divides::result_type	divides (const A &x, const B &y)
template<class Type >
Algebraic_structure_traits < Type >::Divides::result_type	divides (const Type &x, const Type &y, Type &q)
template<class A , class B >
Algebraic_structure_traits < typename Coercion_traits< A, B >::Type >::Gcd::result_type	gcd (const A &x, const B &y)
template<class A , class B >
Algebraic_structure_traits < typename Coercion_traits< A, B >::Type >::Mod::result_type	mod (const A &x, const B &y)
template<class A , class B >
Algebraic_structure_traits < typename Coercion_traits< A, B >::Type >::Div::result_type	div (const A &x, const B &y)
template<class A , class B >
void	div_mod (const A &x, const B &y, typename Coercion_traits< A, B >::Type &q, typename Coercion_traits< A, B >::Type &r)
template<class AS >
Algebraic_structure_traits< AS > ::Kth_root::result_type	kth_root (int k, const AS &x)
template<class Input_iterator >
Algebraic_structure_traits < typename std::iterator_traits < Input_iterator >::value_type > ::Root_of::result_type	root_of (int k, Input_iterator begin, Input_iterator end)
template<class Number_type >
boost::mpl::if_c < ::boost::is_same< typename Algebraic_structure_traits < Number_type >::Is_zero, Null_functor >::value, typename Real_embeddable_traits < Number_type >::Is_zero, typename Algebraic_structure_traits < Number_type >::Is_zero > ::type::result_type	is_zero (const Number_type &x)
template<class A , class B >
Real_embeddable_traits < typename Coercion_traits< A, B >::Type > ::Compare::result_type	compare (const A &a, const B &b)
template<class Real_embeddable >
Real_embeddable_traits < Real_embeddable > ::Abs::result_type	abs (const Real_embeddable &x)
template<class Real_embeddable >
Real_embeddable_traits < Real_embeddable > ::Sgn::result_type	sign (const Real_embeddable &x)
template<class Real_embeddable >
Real_embeddable_traits < Real_embeddable > ::Is_finite::result_type	is_finite (const Real_embeddable &x)
template<class Real_embeddable >
Real_embeddable_traits < Real_embeddable > ::Is_positive::result_type	is_positive (const Real_embeddable &x)
template<class Real_embeddable >
Real_embeddable_traits < Real_embeddable > ::Is_negative::result_type	is_negative (const Real_embeddable &x)
template<class Real_embeddable >
Real_embeddable_traits < Real_embeddable > ::To_double::result_type	to_double (const Real_embeddable &x)
template<class Real_embeddable >
Real_embeddable_traits < Real_embeddable > ::To_interval::result_type	to_interval (const Real_embeddable &x)

---

Function Documentation

template<class Real_embeddable >

Real_embeddable_traits< Real_embeddable >::Abs::result_type abs

(

const Real_embeddable &

x

)

[inline]

Here is the call graph for this function:

template<class A , class B >

Real_embeddable_traits< typename Coercion_traits<A,B>::Type >::Compare::result_type compare	(	const A &	a,
		const B &	b
	)		[inline]

Here is the call graph for this function:

template<class A , class B >

Algebraic_structure_traits< typename Coercion_traits<A,B>::Type>::Div::result_type div	(	const A &	x,
		const B &	y
	)		[inline]

Here is the caller graph for this function:

template<class A , class B >

void div_mod	(	const A &	x,
		const B &	y,
		typename Coercion_traits< A, B >::Type &	q,
		typename Coercion_traits< A, B >::Type &	r
	)		[inline]

Here is the caller graph for this function:

template<class A , class B >

Algebraic_structure_traits< typename Coercion_traits<A,B>::Type>::Divides::result_type divides	(	const A &	x,
		const B &	y
	)		[inline]

Here is the call graph for this function:

template<class Type >

Algebraic_structure_traits<Type>::Divides::result_type divides	(	const Type &	x,
		const Type &	y,
		Type &	q
	)		[inline]

Here is the call graph for this function:

template<class A , class B >

Algebraic_structure_traits< typename Coercion_traits<A,B>::Type >::Gcd::result_type gcd	(	const A &	x,
		const B &	y
	)		[inline]

Here is the call graph for this function:

template<class A , class B >

Algebraic_structure_traits< typename Coercion_traits<A,B>::Type>::Integral_division::result_type integral_division	(	const A &	x,
		const B &	y
	)		[inline]

Here is the caller graph for this function:

template<class Real_embeddable >

Real_embeddable_traits< Real_embeddable >::Is_finite::result_type is_finite

(

const Real_embeddable &

x

)

[inline]

Here is the caller graph for this function:

template<class Real_embeddable >

Real_embeddable_traits< Real_embeddable >::Is_negative::result_type is_negative

(

const Real_embeddable &

x

)

[inline]

Here is the caller graph for this function:

template<class AS >

Algebraic_structure_traits<AS>::Is_one::result_type is_one

(

const AS &

x

)

[inline]

Here is the caller graph for this function:

template<class Real_embeddable >

Real_embeddable_traits< Real_embeddable >::Is_positive::result_type is_positive

(

const Real_embeddable &

x

)

[inline]

Here is the caller graph for this function:

template<class AS >

Algebraic_structure_traits< AS >::Is_square::result_type is_square	(	const AS &	x,
		typename Algebraic_structure_traits< AS >::Is_square::second_argument_type	y
	)		[inline]

Here is the caller graph for this function:

template<class AS >

Algebraic_structure_traits< AS >::Is_square::result_type is_square

(

const AS &

x

)

[inline]

Here is the call graph for this function:

template<class Number_type >

boost::mpl::if_c< ::boost::is_same< typename Algebraic_structure_traits< Number_type >::Is_zero, Null_functor >::value , typename Real_embeddable_traits< Number_type >::Is_zero, typename Algebraic_structure_traits< Number_type >::Is_zero>::type::result_type is_zero

(

const Number_type &

x

)

[inline]

template<class AS >

Algebraic_structure_traits< AS >::Kth_root::result_type kth_root	(	int	k,
		const AS &	x
	)		[inline]

Here is the caller graph for this function:

template<class A , class B >

Algebraic_structure_traits< typename Coercion_traits<A,B>::Type >::Mod::result_type mod	(	const A &	x,
		const B &	y
	)		[inline]

Here is the caller graph for this function:

template<class Input_iterator >

Algebraic_structure_traits< typename std::iterator_traits<Input_iterator>::value_type >::Root_of::result_type root_of	(	int	k,
		Input_iterator	begin,
		Input_iterator	end
	)		[inline]

Here is the call graph for this function:

template<class Real_embeddable >

Real_embeddable_traits< Real_embeddable >::Sgn::result_type sign

(

const Real_embeddable &

x

)

[inline]

template<class AS >

CGAL_BEGIN_NAMESPACE CGAL_NTS_BEGIN_NAMESPACE void simplify

(

AS &

x

)

[inline]

Here is the caller graph for this function:

template<class AS >

Algebraic_structure_traits< AS >::Sqrt::result_type sqrt

(

const AS &

x

)

[inline]

Here is the call graph for this function:

template<class AS >

Algebraic_structure_traits< AS >::Square::result_type square

(

const AS &

x

)

[inline]

Here is the call graph for this function:

template<class Real_embeddable >

Real_embeddable_traits< Real_embeddable >::To_double::result_type to_double

(

const Real_embeddable &

x

)

[inline]

Here is the call graph for this function:

template<class Real_embeddable >

Real_embeddable_traits< Real_embeddable >::To_interval::result_type to_interval

(

const Real_embeddable &

x

)

[inline]

Here is the call graph for this function:

template<class AS >

Algebraic_structure_traits< AS >::Unit_part::result_type unit_part

(

const AS &

x

)

[inline]

Here is the caller graph for this function: