di::math::Rational< T > Class Template Reference

#include <di/math/rational/rational.h>

Public Member Functions
constexpr	Rational ()
constexpr	Rational (T numerator, T denominator=1)
template<concepts::SignedInteger U> requires (concepts::ConstructibleFrom<T, U>)
constexpr	explicit (sizeof(U)<=sizeof(T)) operator Rational< U >() const
constexpr auto	numerator () const -> T
constexpr auto	denominator () const -> T
constexpr auto	negative () const -> bool
constexpr auto	add (Rational other) const -> Rational
constexpr auto	multiply (Rational other) const -> Rational
constexpr auto	subtract (Rational other) const -> Rational
constexpr auto	divide (Rational other) const -> Rational
constexpr auto	negated () const -> Rational
constexpr auto	inverted () const -> Rational
constexpr auto	round () const -> T
constexpr auto	operator++ () -> Rational &
constexpr auto	operator++ (int) -> Rational
constexpr auto	operator-- () -> Rational &
constexpr auto	operator-- (int) -> Rational
constexpr auto	operator+= (Rational a) -> Rational &
constexpr auto	operator+ (Rational a) const -> Rational
constexpr auto	operator-= (Rational a) -> Rational &
constexpr auto	operator- (Rational a) const -> Rational
constexpr auto	operator*= (Rational a) -> Rational &
constexpr auto	operator* (Rational a) const -> Rational
constexpr auto	operator/= (Rational a) -> Rational &
constexpr auto	operator/ (Rational a) const -> Rational
constexpr auto	operator- () const -> Rational

Public Attributes
T	m_numerator
T	m_denominator

Friends
constexpr friend auto	operator== (Rational, Rational) -> bool=default
constexpr friend auto	operator<=> (Rational a, Rational b) -> strong_ordering

Constructor & Destructor Documentation

Rational() [1/2]

template<concepts::SignedInteger T>

di::math::Rational< T >::Rational ( )

inlineconstexpr

Rational() [2/2]

template<concepts::SignedInteger T>

di::math::Rational< T >::Rational ( T numerator, T denominator = 1 )

inlineconstexpr

Member Function Documentation

add()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::add ( Rational< T > other ) const->Rational

inlineconstexpr

denominator()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::denominator ( ) const->T

inlineconstexpr

divide()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::divide ( Rational< T > other ) const->Rational

inlineconstexpr

explicit()

template<concepts::SignedInteger T>

template<concepts::SignedInteger U>
requires (concepts::ConstructibleFrom<T, U>)

di::math::Rational< T >::explicit ( sizeof(U)<=sizeof(T) ) const

inlineconstexpr

inverted()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::inverted ( ) const->Rational

inlineconstexpr

multiply()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::multiply ( Rational< T > other ) const->Rational

inlineconstexpr

negated()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::negated ( ) const->Rational

inlineconstexpr

negative()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::negative ( ) const->bool

inlineconstexpr

numerator()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::numerator ( ) const->T

inlineconstexpr

operator*()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator* ( Rational< T > a ) const->Rational

inlineconstexpr

operator*=()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator*= ( Rational< T > a ) ->Rational &

inlineconstexpr

operator+()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator+ ( Rational< T > a ) const->Rational

inlineconstexpr

operator++() [1/2]

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator++ ( ) ->Rational &

inlineconstexpr

operator++() [2/2]

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator++ ( int ) ->Rational

inlineconstexpr

operator+=()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator+= ( Rational< T > a ) ->Rational &

inlineconstexpr

operator-() [1/2]

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator- ( ) const->Rational

inlineconstexpr

operator-() [2/2]

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator- ( Rational< T > a ) const->Rational

inlineconstexpr

operator--() [1/2]

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator-- ( ) ->Rational &

inlineconstexpr

operator--() [2/2]

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator-- ( int ) ->Rational

inlineconstexpr

operator-=()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator-= ( Rational< T > a ) ->Rational &

inlineconstexpr

operator/()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator/ ( Rational< T > a ) const->Rational

inlineconstexpr

operator/=()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::operator/= ( Rational< T > a ) ->Rational &

inlineconstexpr

round()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::round ( ) const->T

inlineconstexpr

subtract()

template<concepts::SignedInteger T>

auto di::math::Rational< T >::subtract ( Rational< T > other ) const->Rational

inlineconstexpr

Friends And Related Symbol Documentation

operator<=>

template<concepts::SignedInteger T>

friend auto operator<=> ( Rational< T > a, Rational< T > b )->strong_ordering

friend

operator==

template<concepts::SignedInteger T>

friend auto operator== ( Rational< T > , Rational< T >  )->bool=default

friend

Member Data Documentation

m_denominator

template<concepts::SignedInteger T>

T di::math::Rational< T >::m_denominator

m_numerator

template<concepts::SignedInteger T>

T di::math::Rational< T >::m_numerator

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

• di/math/rational/rational.h