tatooine::polynomial< Real, Degree > Struct Template Reference

#include <polynomial.h>

Inheritance diagram for tatooine::polynomial< Real, Degree >:

Collaboration diagram for tatooine::polynomial< Real, Degree >:

Public Types
using	real_type = Real

Public Member Functions
constexpr	polynomial ()
constexpr	polynomial (polynomial const &other)=default
constexpr	polynomial (polynomial &&other) noexcept=default
constexpr auto	operator= (polynomial const &other) -> polynomial &=default
constexpr auto	operator= (polynomial &&other) noexcept -> polynomial &=default
constexpr	polynomial (std::array< Real, Degree+1 > const &coeffs)
template<typename OtherReal , std::size_t OtherDegree> requires (OtherDegree <= Degree)
constexpr	polynomial (polynomial< OtherReal, OtherDegree > const &other)
constexpr	polynomial (std::array< Real, Degree+1 > &&coeffs)
template<arithmetic... Coeffs> requires ( sizeof...(coeffs) == Degree + 1)
constexpr	polynomial (arithmetic auto const ... coeffs)
template<arithmetic OtherReal>
constexpr	polynomial (tensor< OtherReal, Degree+1 > const &coeffs)
template<arithmetic OtherReal>
constexpr	polynomial (std::array< OtherReal, Degree+1 > const &coeffs)
constexpr auto	evaluate (arithmetic auto const x) const
	evaluates c0 * x^0 + c1 * x^1 + ... + c{N-1} * x^{N-1} More...
constexpr auto	operator() (arithmetic auto const x) const
	evaluates c0 * x^0 + c1 * x^1 + ... + c{N-1} * x^{N-1} More...
auto	c (std::size_t i) const -> auto const &
auto	c (std::size_t i) -> auto &
auto	coefficient (std::size_t i) const -> auto const &
auto	coefficient (std::size_t i) -> auto const &
auto	coefficients () const -> auto const &
auto	coefficients () -> auto const &
constexpr auto	set_coefficients (std::array< Real, Degree+1 > const &coeffs) -> void
constexpr auto	set_coefficients (std::array< Real, Degree+1 > &&coeffs) -> void
template<arithmetic OtherReal>
constexpr auto	set_coefficients (std::array< OtherReal, Degree+1 > const &coeffs) -> void
constexpr auto	set_coefficients (arithmetic auto const ... coeffs) -> void requires(sizeof...(coeffs)==Degree+1)
constexpr auto	diff () const
auto	print (std::ostream &out, std::string const &x) const -> std::ostream &

Static Public Member Functions
static constexpr std::size_t	degree ()

Private Member Functions
template<std::size_t... Is>
constexpr auto	diff (std::index_sequence< Is... >) const

Private Attributes
std::array< Real, Degree+1 >	m_coefficients

Member Typedef Documentation

real_type

template<typename Real , std::size_t Degree>

using tatooine::polynomial< Real, Degree >::real_type = Real

Constructor & Destructor Documentation

polynomial() [1/9]

template<typename Real , std::size_t Degree>

constexpr tatooine::polynomial< Real, Degree >::polynomial ( )

inlineconstexpr

polynomial() [2/9]

template<typename Real , std::size_t Degree>

constexpr tatooine::polynomial< Real, Degree >::polynomial ( polynomial< Real, Degree > const &  other )

constexprdefault

polynomial() [3/9]

template<typename Real , std::size_t Degree>

constexpr tatooine::polynomial< Real, Degree >::polynomial ( polynomial< Real, Degree > &&  other )

constexprdefaultnoexcept

polynomial() [4/9]

template<typename Real , std::size_t Degree>

constexpr tatooine::polynomial< Real, Degree >::polynomial ( std::array< Real, Degree+1 > const &  coeffs )

inlineconstexpr

polynomial() [5/9]

template<typename Real , std::size_t Degree>

template<typename OtherReal , std::size_t OtherDegree>
requires (OtherDegree <= Degree)

constexpr tatooine::polynomial< Real, Degree >::polynomial ( polynomial< OtherReal, OtherDegree > const &  other )

inlineconstexpr

polynomial() [6/9]

template<typename Real , std::size_t Degree>

constexpr tatooine::polynomial< Real, Degree >::polynomial ( std::array< Real, Degree+1 > &&  coeffs )

inlineconstexpr

polynomial() [7/9]

template<typename Real , std::size_t Degree>

template<arithmetic... Coeffs>
requires ( sizeof...(coeffs) == Degree + 1)

constexpr tatooine::polynomial< Real, Degree >::polynomial ( arithmetic auto const ...  coeffs )

inlineconstexpr

polynomial() [8/9]

template<typename Real , std::size_t Degree>

template<arithmetic OtherReal>

constexpr tatooine::polynomial< Real, Degree >::polynomial ( tensor< OtherReal, Degree+1 > const &  coeffs )

inlineconstexpr

polynomial() [9/9]

template<typename Real , std::size_t Degree>

template<arithmetic OtherReal>

constexpr tatooine::polynomial< Real, Degree >::polynomial ( std::array< OtherReal, Degree+1 > const &  coeffs )

inlineconstexpr

Member Function Documentation

c() [1/2]

template<typename Real , std::size_t Degree>

auto tatooine::polynomial< Real, Degree >::c ( std::size_t  i ) -> auto&

inline

c() [2/2]

template<typename Real , std::size_t Degree>

auto tatooine::polynomial< Real, Degree >::c ( std::size_t  i ) const -> auto const&

inline

coefficient() [1/2]

template<typename Real , std::size_t Degree>

auto tatooine::polynomial< Real, Degree >::coefficient ( std::size_t  i ) -> auto const&

inline

coefficient() [2/2]

template<typename Real , std::size_t Degree>

auto tatooine::polynomial< Real, Degree >::coefficient ( std::size_t  i ) const -> auto const&

inline

coefficients() [1/2]

template<typename Real , std::size_t Degree>

auto tatooine::polynomial< Real, Degree >::coefficients ( ) -> auto const&

inline

coefficients() [2/2]

template<typename Real , std::size_t Degree>

auto tatooine::polynomial< Real, Degree >::coefficients ( ) const -> auto const&

inline

degree()

template<typename Real , std::size_t Degree>

static constexpr std::size_t tatooine::polynomial< Real, Degree >::degree ( )

inlinestaticconstexpr

diff() [1/2]

template<typename Real , std::size_t Degree>

constexpr auto tatooine::polynomial< Real, Degree >::diff ( ) const

inlineconstexpr

diff() [2/2]

template<typename Real , std::size_t Degree>

template<std::size_t... Is>

constexpr auto tatooine::polynomial< Real, Degree >::diff ( std::index_sequence< Is... >  ) const

inlineconstexprprivate

evaluate()

template<typename Real , std::size_t Degree>

constexpr auto tatooine::polynomial< Real, Degree >::evaluate ( arithmetic auto const  x ) const

inlineconstexpr

evaluates c0 * x^0 + c1 * x^1 + ... + c{N-1} * x^{N-1}

operator()()

template<typename Real , std::size_t Degree>

constexpr auto tatooine::polynomial< Real, Degree >::operator() ( arithmetic auto const  x ) const

inlineconstexpr

evaluates c0 * x^0 + c1 * x^1 + ... + c{N-1} * x^{N-1}

operator=() [1/2]

template<typename Real , std::size_t Degree>

constexpr auto tatooine::polynomial< Real, Degree >::operator= ( polynomial< Real, Degree > &&  other ) -> polynomial &=default

constexprdefaultnoexcept

operator=() [2/2]

template<typename Real , std::size_t Degree>

constexpr auto tatooine::polynomial< Real, Degree >::operator= ( polynomial< Real, Degree > const &  other ) -> polynomial &=default

constexprdefault

print()

template<typename Real , std::size_t Degree>

auto tatooine::polynomial< Real, Degree >::print ( std::ostream &  out, std::string const &  x  ) const -> std::ostream&

inline

set_coefficients() [1/4]

template<typename Real , std::size_t Degree>

constexpr auto tatooine::polynomial< Real, Degree >::set_coefficients ( arithmetic auto const ...  coeffs ) -> void requires(sizeof...(coeffs) == Degree + 1)

inlineconstexpr

set_coefficients() [2/4]

template<typename Real , std::size_t Degree>

template<arithmetic OtherReal>

constexpr auto tatooine::polynomial< Real, Degree >::set_coefficients ( std::array< OtherReal, Degree+1 > const &  coeffs ) -> void

inlineconstexpr

set_coefficients() [3/4]

template<typename Real , std::size_t Degree>

constexpr auto tatooine::polynomial< Real, Degree >::set_coefficients ( std::array< Real, Degree+1 > &&  coeffs ) -> void

inlineconstexpr

set_coefficients() [4/4]

template<typename Real , std::size_t Degree>

constexpr auto tatooine::polynomial< Real, Degree >::set_coefficients ( std::array< Real, Degree+1 > const &  coeffs ) -> void

inlineconstexpr

Member Data Documentation

m_coefficients

template<typename Real , std::size_t Degree>

std::array<Real, Degree + 1> tatooine::polynomial< Real, Degree >::m_coefficients

private

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

• /mnt/data/home/ci/builds/Bicifxyn/0/libs/tatooine2/include/tatooine/polynomial.h