Laguerre Namespace Reference

Classes
class	Generator
class	ModifiedLaguerre13
class	ModifiedLaguerre18
class	Original
class	Polynomial

Functions
template<typename ... T>
bool	anynotfinite (T &&... t)
	Check if at least one number is not finite.
template<typename T >
bool	complexnotfinite (complex< T > a, T big)
	Check if a complex number contains NaN or Inf values.
template<typename ... T>
bool	anycomplex (T &&... t)
	Check if at least one complex number has imaginary part.
template<typename T >
bool	anycomplex (vector< complex< T > > vec)
	Check if at least one number in complex vector has imaginary part.
template<typename number >
int	sign (number val)
	Sign.
template<typename number >
number	fms (number a, number b, number c, number d)
	Fused multiply-substract a*b+(-d*c)+d*c+(-d*c)
template<typename number >
complex< number >	fms (std::complex< number > a, std::complex< number > b, std::complex< number > c, std::complex< number > d)
	Fused multiply-substract for complex numbers.
template<typename number >
complex< number >	fma (complex< number > a, complex< number > b, complex< number > c)
	Fused multiply-add for complex numbers.
template<typename number >
complex< number >	fma (std::complex< number > a, std::complex< number > b, number c)
	Fused multiply-substract for complex&real numbers.
template<typename number >
complex< number >	fma (complex< number > a, number b, complex< number > c)
	Fused multiply-substract for complex&real numbers.
template<typename number >
complex< number >	fma (number a, number b, complex< number > c)
	Fused multiply-substract for complex&real numbers.
template<typename number >
complex< number >	fma (complex< number > a, number b, number c)
	Fused multiply-substract for complex&real numbers.
template<typename number >
void	printVec (vector< number > vec)
	Print out vector.
template<typename number , typename T >
vector< number >	castVec (vector< T > vec)
	Convert vector<T> to vector<number>
template<typename T >
vector< T >	diff (vector< T > coeffs, int deg=1)
	Diff vector.
template<typename T >
void	divide (vector< T > dividend, vector< T > divisor, vector< T > &quotient, vector< T > &remainder)
	Divide vectors (coefficients of polynomials)
template<typename T >
void	getRemainder (vector< T > dividend, vector< T > divisor, vector< T > &remainder)
	Divide vectors (coefficients of polynomials)

Function Documentation

anycomplex() [1/2]

template<typename ... T>

bool Laguerre::anycomplex ( T &&... t )

inline

Check if at least one complex number has imaginary part.

anycomplex() [2/2]

template<typename T >

bool Laguerre::anycomplex ( vector< complex< T > > vec )

inline

Check if at least one number in complex vector has imaginary part.

anynotfinite()

template<typename ... T>

bool Laguerre::anynotfinite ( T &&... t )

inline

Check if at least one number is not finite.

castVec()

template<typename number , typename T >

vector< number > Laguerre::castVec ( vector< T > vec )

inline

Convert vector<T> to vector<number>

Returns

new vector of template type <number>

complexnotfinite()

template<typename T >

bool Laguerre::complexnotfinite	(	complex< T >	a,
		T	big )

Check if a complex number contains NaN or Inf values.

diff()

template<typename T >

vector< T > Laguerre::diff ( vector< T > coeffs, int deg = 1 )

inline

Diff vector.

Returns

new vector of template type <T>

divide()

template<typename T >

void Laguerre::divide ( vector< T > dividend, vector< T > divisor, vector< T > & quotient, vector< T > & remainder )

inline

Divide vectors (coefficients of polynomials)

fma() [1/5]

template<typename number >

complex< number > Laguerre::fma ( complex< number > a, complex< number > b, complex< number > c )

inline

Fused multiply-add for complex numbers.

Returns

a*b+c

fma() [2/5]

template<typename number >

complex< number > Laguerre::fma ( complex< number > a, number b, complex< number > c )

inline

Fused multiply-substract for complex&real numbers.

Returns

a*b+c

fma() [3/5]

template<typename number >

complex< number > Laguerre::fma ( complex< number > a, number b, number c )

inline

Fused multiply-substract for complex&real numbers.

Returns

a*b+c

fma() [4/5]

template<typename number >

complex< number > Laguerre::fma ( number a, number b, complex< number > c )

inline

Fused multiply-substract for complex&real numbers.

Returns

a*b+c

fma() [5/5]

template<typename number >

complex< number > Laguerre::fma ( std::complex< number > a, std::complex< number > b, number c )

inline

Fused multiply-substract for complex&real numbers.

Returns

a*b+c

fms() [1/2]

template<typename number >

number Laguerre::fms ( number a, number b, number c, number d )

inline

Fused multiply-substract a*b+(-d*c)+d*c+(-d*c)

fms() [2/2]

template<typename number >

complex< number > Laguerre::fms ( std::complex< number > a, std::complex< number > b, std::complex< number > c, std::complex< number > d )

inline

Fused multiply-substract for complex numbers.

getRemainder()

template<typename T >

void Laguerre::getRemainder ( vector< T > dividend, vector< T > divisor, vector< T > & remainder )

inline

Divide vectors (coefficients of polynomials)

printVec()

template<typename number >

void Laguerre::printVec ( vector< number > vec )

inline

Print out vector.

sign()

template<typename number >

int Laguerre::sign ( number val )

inline

Sign.