Number Type Support
Reference Manual

44.9   Classified Reference Pages

Global Functions

CGAL::abs
CGAL::compare
CGAL::div
CGAL::is_negative
CGAL::is_one
CGAL::is_positive
CGAL::is_zero
CGAL::make_root_of_2
CGAL::max
CGAL::min
CGAL::sign
CGAL::sqrt
CGAL::square

Function Object Classes

CGAL::Abs<NT>
CGAL::Compare<NT>
CGAL::Gcd<NT>
CGAL::Div<NT>
CGAL::Is_negative<NT>
CGAL::Is_one<NT>
CGAL::Is_positive<NT>
CGAL::Is_zero<NT>
CGAL::Max<NT,Compare>
CGAL::Min<NT,Compare>
CGAL::Sgn<NT>
CGAL::Sqrt<NT>
CGAL::Square<NT>
CGAL::To_double<NT>
CGAL::To_interval<NT>

Tags

CGAL::Ring_tag
CGAL::Euclidean_ring_tag
CGAL::Field_tag
CGAL::Sqrt_field_tag

Traits Classes

CGAL::Number_type_traits<NT>
CGAL::Rational_traits<NT>
CGAL::Root_of_traits_2<RT>

Number Type Concepts

EuclideanRingNumberType
FieldNumberType
RingNumberType
RootOf_2
SqrtFieldNumberType

Number Type Classes

CGAL::Filtered_exact<CT, ET>
CGAL::Fixed_precision_nt
CGAL::Gmpq
CGAL::Gmpz
CGAL::Interval_nt<Protected>
CGAL::Lazy_exact_nt<NT>
CGAL::MP_Float
CGAL::Number_type_checker<NT1,NT2,Comparator>
CGAL::Quotient<NT>
CGAL::Root_of_2<RT>
CORE::Expr
leda_bigfloat
leda_integer
leda_rational
leda_real
mpq_class
mpz_class

44.10   Alphabetical List of Reference Pages

Abs<NT>

abs

Compare<NT>

compare

CORE::Expr

Div<NT>

div

EuclideanRingNumberType

Euclidean_ring_tag

FieldNumberType

Field_tag

Filtered_exact<CT, ET>

Fixed_precision_nt

Gcd<NT>

gcd

Gmpq

Gmpz

Interval_nt<Protected>

Is_negative<NT>

is_negative

Is_one<NT>

is_one

Is_positive<NT>

is_positive

Is_zero<NT>

is_zero

Lazy_exact_nt<NT>

leda_bigfloat

leda_integer

leda_rational

leda_real

make_root_of_2

Max<NT,Compare>

max

Min<NT,Compare>

min

mpq_class

mpz_class

MP_Float

Number_type_checker<NT1,NT2,Comparator>

Number_type_traits<NT>

Quotient<NT>

Rational_traits<NT>

RingNumberType

Ring_tag

RootOf_2

Root_of_2<RT>

Root_of_traits_2<RT>

Sgn<NT>

sign

simplest_rational_in_interval

Sqrt<NT>

SqrtFieldNumberType

Sqrt_field_tag

sqrt

Square<NT>

square

To_double<NT>

To_interval<NT>

to_rational