#include <S1xS2.hpp>

Inheritance diagram for Xped::Sym::S1xS2< S1_, S2_ >:

Collaboration diagram for Xped::Sym::S1xS2< S1_, S2_ >:

Public Types
typedef S1_::Scalar	Scalar

typedef S1_	S1

typedef S2_	S2

typedef qarray< Nq >	qType

Public Types inherited from Xped::Sym::SymBase< S1xS2< S1_, S2_ > >
typedef SymTraits< S1xS2< S1_, S2_ > >::qType	qType

typedef SymTraits< S1xS2< S1_, S2_ > >::Scalar	Scalar

Public Member Functions
	S1xS2 ()

Static Public Member Functions
static std::string	name ()

static constexpr bool	IS_CHARGE_SU2 ()

static constexpr bool	IS_SPIN_SU2 ()

static constexpr bool	IS_SPIN_U1 ()

static constexpr bool	NO_SPIN_SYM ()

static constexpr bool	NO_CHARGE_SYM ()

static constexpr std::array< KIND, Nq >	kind ()

static constexpr qType	qvacuum ()

static constexpr std::array< qType, S1::lowest_qs().size() *S2::lowest_qs().size()>	lowest_qs ()

static qType	conj (const qType &q)

static int	degeneracy (const qType &q)

static qType	random_q ()

static std::size_t	multiplicity (const qType &q1, const qType &q2, const qType &q3)

static bool	triangle (const qType &q1, const qType &q2, const qType &q3)


static std::vector< qType >	basis_combine (const qType &ql, const qType &qr)

Static Public Member Functions inherited from Xped::Sym::SymBase< S1xS2< S1_, S2_ > >
static std::vector< qType >	reduceSilent (const qType &ql, const qType &qr)

static std::vector< qType >	reduceSilent (const std::vector< qType > &ql, const qType &qr)

static std::set< qType >	reduceSilent (const std::vector< qType > &ql, const std::vector< qType > &qr)

static std::vector< qType >	reduceSilent (const qType &ql, const qType &qm, const qType &qr)

static std::set< qType >	reduceSilent (const std::set< qType > &ql, const std::vector< qType > &qr)

static std::set< qType >	reduceSilent (const std::unordered_set< qType > &ql, const std::vector< qType > &qr)

static Scalar	coeff_FS (const qType &q)

static Scalar	coeff_turn (const qType &ql, const qType &qr, const qType &qf)

static bool	compare (const std::array< qType, M > &q1, const std::array< qType, M > &q2)

static bool	compare (const qType &q1, const qType &q2)

static bool	triangle (const qType &q1, const qType &q2, const qType &q3)

Static Public Attributes
static constexpr std::size_t	Nq = S1_::Nq + S2_::Nq

static constexpr std::array< bool, Nq >	HAS_MULTIPLICITIES = util::join(S1::HAS_MULTIPLICITIES, S2::HAS_MULTIPLICITIES)

static constexpr std::array< bool, Nq >	NON_ABELIAN = util::join(S1::NON_ABELIAN, S2::NON_ABELIAN)

static constexpr std::array< bool, Nq >	ABELIAN = util::join(S1::ABELIAN, S2::ABELIAN)

static constexpr std::array< bool, Nq >	IS_TRIVIAL = util::join(S1::IS_TRIVIAL, S2::IS_TRIVIAL)

static constexpr std::array< bool, Nq >	IS_MODULAR = util::join(S1::IS_MODULAR, S2::IS_MODULAR)

static constexpr std::array< bool, Nq >	IS_FERMIONIC = util::join(S1::IS_FERMIONIC, S2::IS_FERMIONIC)

static constexpr std::array< bool, Nq >	IS_BOSONIC = util::join(S1::IS_BOSONIC, S2::IS_BOSONIC)

static constexpr std::array< bool, Nq >	IS_SPIN = util::join(S1::IS_SPIN, S2::IS_SPIN)

static constexpr std::array< int, Nq >	MOD_N = util::join(S1::MOD_N, S2::MOD_N)

static constexpr bool	ANY_HAS_MULTIPLICITIES = S1::ANY_HAS_MULTIPLICITIES or S2::ANY_HAS_MULTIPLICITIES

static constexpr bool	ANY_NON_ABELIAN = S1::ANY_NON_ABELIAN or S2::ANY_NON_ABELIAN

static constexpr bool	ANY_ABELIAN = S1::ANY_ABELIAN or S2::ANY_ABELIAN

static constexpr bool	ANY_IS_TRIVIAL = S1::ANY_IS_TRIVIAL or S2::ANY_IS_TRIVIAL

static constexpr bool	ANY_IS_MODULAR = S1::ANY_IS_MODULAR or S2::ANY_IS_MODULAR

static constexpr bool	ANY_IS_FERMIONIC = S1::ANY_IS_FERMIONIC or S2::ANY_IS_FERMIONIC

static constexpr bool	ANY_IS_BOSONIC = S1::ANY_IS_BOSONIC or S2::ANY_IS_BOSONIC

static constexpr bool	ANY_IS_SPIN = S1::ANY_IS_SPIN or S2::ANY_IS_SPIN

static constexpr bool	ALL_HAS_MULTIPLICITIES = S1::ALL_HAS_MULTIPLICITIES and S2::ALL_HAS_MULTIPLICITIES

static constexpr bool	ALL_NON_ABELIAN = S1::ALL_NON_ABELIAN and S2::ALL_NON_ABELIAN

static constexpr bool	ALL_ABELIAN = S1::ALL_ABELIAN and S2::ALL_ABELIAN

static constexpr bool	ALL_IS_TRIVIAL = S1::ALL_IS_TRIVIAL and S2::ALL_IS_TRIVIAL

static constexpr bool	ALL_IS_MODULAR = S1::ALL_IS_MODULAR and S2::ALL_IS_MODULAR

static constexpr bool	ALL_IS_FERMIONIC = S1::ALL_IS_FERMIONIC and S2::ALL_IS_FERMIONIC

static constexpr bool	ALL_IS_BOSONIC = S1::ALL_IS_BOSONIC and S2::ALL_IS_BOSONIC

static constexpr bool	ALL_IS_SPIN = S1::ALL_IS_SPIN and S2::ALL_IS_SPIN

template<typename PlainLib >
static PlainLib::template	TType< Scalar, 3 >

	auto [q2l, q2r] = disjoin<S1_::Nq, S2_::Nq>(q2)

auto	Tl = S1::template CGC<PlainLib>(q1l, q2l, q3l, alpha, world)

auto	Tr = S2::template CGC<PlainLib>(q1r, q2r, q3r, alpha, world)

return	PlainLib::tensorProd (Tl, Tr)

static Scalar	coeff_dot (const qType &q1)

static Scalar	coeff_twist (const qType &q)

static Scalar	coeff_FS (const qType &q)

template<typename PlainLib >
static PlainLib::template TType< Scalar, 2 >	one_j_tensor (const qType &q, mpi::XpedWorld &world=mpi::getUniverse())

static Scalar	coeff_rightOrtho (const qType &, const qType &)

static Scalar	coeff_3j (const qType &q1, const qType &q2, const qType &q3, int q1_z, int q2_z, int q3_z)

static Scalar	coeff_turn (const qType &ql, const qType &qr, const qType &qf)

static Scalar	coeff_6j (const qType &q1, const qType &q2, const qType &q3, const qType &q4, const qType &q5, const qType &q6)

static Scalar	coeff_recouple (const qType &q1, const qType &q2, const qType &q3, const qType &Q, const qType &Q12, const qType &Q23)

static Scalar	coeff_swap (const qType &ql, const qType &qr, const qType &qf)

static Scalar	coeff_9j (const qType &q1, const qType &q2, const qType &q3, const qType &q4, const qType &q5, const qType &q6, const qType &q7, const qType &q8, const qType &q9)

Detailed Description

template<typename S1_, typename S2_>
class Xped::Sym::S1xS2< S1_, S2_ >

This class combines two symmetries.

Member Typedef Documentation

◆ qType

template<typename S1_ , typename S2_ >

typedef qarray<Nq> Xped::Sym::S1xS2< S1_, S2_ >::qType

◆ S1

template<typename S1_ , typename S2_ >

typedef S1_ Xped::Sym::S1xS2< S1_, S2_ >::S1

◆ S2

template<typename S1_ , typename S2_ >

typedef S2_ Xped::Sym::S1xS2< S1_, S2_ >::S2

◆ Scalar

template<typename S1_ , typename S2_ >

typedef S1_::Scalar Xped::Sym::S1xS2< S1_, S2_ >::Scalar

Constructor & Destructor Documentation

◆ S1xS2()

template<typename S1_ , typename S2_ >

Xped::Sym::S1xS2< S1_, S2_ >::S1xS2 ( )

inline

Member Function Documentation

◆ basis_combine()

template<typename S1_ , typename S2_ >

std::vector< typename S1xS2< S1_, S2_ >::qType > Xped::Sym::S1xS2< S1_, S2_ >::basis_combine	(	const qType &	ql,
		const qType &	qr
	)

static

Calculate the irreps of the tensor product of ql and qr.

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◆ coeff_3j()

template<typename S1_ , typename S2_ >

static Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_3j	(	const qType &	q1,
		const qType &	q2,
		const qType &	q3,
		int	q1_z,
		int	q2_z,
		int	q3_z
	)

inlinestatic

◆ coeff_6j()

template<typename S1_ , typename S2_ >

S1_::Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_6j	(	const qType &	q1,
		const qType &	q2,
		const qType &	q3,
		const qType &	q4,
		const qType &	q5,
		const qType &	q6
	)

inlinestatic

◆ coeff_9j()

template<typename S1_ , typename S2_ >

S1_::Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_9j	(	const qType &	q1,
		const qType &	q2,
		const qType &	q3,
		const qType &	q4,
		const qType &	q5,
		const qType &	q6,
		const qType &	q7,
		const qType &	q8,
		const qType &	q9
	)

inlinestatic

◆ coeff_dot()

template<typename S1_ , typename S2_ >

S1_::Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_dot ( const qType & q1 )

inlinestatic

Various coefficients, all resulting from contractions or traces of the Clebsch-Gordon coefficients.

◆ coeff_FS()

template<typename S1_ , typename S2_ >

static Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_FS ( const qType & q )

inlinestatic

◆ coeff_recouple()

template<typename S1_ , typename S2_ >

static Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_recouple	(	const qType &	q1,
		const qType &	q2,
		const qType &	q3,
		const qType &	Q,
		const qType &	Q12,
		const qType &	Q23
	)

inlinestatic

◆ coeff_rightOrtho()

template<typename S1_ , typename S2_ >

S1_::Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_rightOrtho	(	const qType &	q1,
		const qType &	q2
	)

static

◆ coeff_swap()

template<typename S1_ , typename S2_ >

static Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_swap	(	const qType &	ql,
		const qType &	qr,
		const qType &	qf
	)

inlinestatic

◆ coeff_turn()

template<typename S1_ , typename S2_ >

static Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_turn	(	const qType &	ql,
		const qType &	qr,
		const qType &	qf
	)

inlinestatic

◆ coeff_twist()

template<typename S1_ , typename S2_ >

static Scalar Xped::Sym::S1xS2< S1_, S2_ >::coeff_twist ( const qType & q )

inlinestatic

◆ conj()

template<typename S1_ , typename S2_ >

static qType Xped::Sym::S1xS2< S1_, S2_ >::conj ( const qType & q )

inlinestatic

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◆ degeneracy()

template<typename S1_ , typename S2_ >

static int Xped::Sym::S1xS2< S1_, S2_ >::degeneracy ( const qType & q )

inlinestatic

◆ IS_CHARGE_SU2()

template<typename S1_ , typename S2_ >

static constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::IS_CHARGE_SU2 ( )

inlinestaticconstexpr

◆ IS_SPIN_SU2()

template<typename S1_ , typename S2_ >

static constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::IS_SPIN_SU2 ( )

inlinestaticconstexpr

◆ IS_SPIN_U1()

template<typename S1_ , typename S2_ >

static constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::IS_SPIN_U1 ( )

inlinestaticconstexpr

◆ kind()

template<typename S1_ , typename S2_ >

static constexpr std::array< KIND, Nq > Xped::Sym::S1xS2< S1_, S2_ >::kind ( )

inlinestaticconstexpr

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◆ lowest_qs()

template<typename S1_ , typename S2_ >

static constexpr std::array< qType, S1::lowest_qs().size() *S2::lowest_qs().size()> Xped::Sym::S1xS2< S1_, S2_ >::lowest_qs ( )

inlinestaticconstexpr

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◆ multiplicity()

template<typename S1_ , typename S2_ >

static std::size_t Xped::Sym::S1xS2< S1_, S2_ >::multiplicity	(	const qType &	q1,
		const qType &	q2,
		const qType &	q3
	)

inlinestatic

◆ name()

template<typename S1_ , typename S2_ >

static std::string Xped::Sym::S1xS2< S1_, S2_ >::name ( )

inlinestatic

◆ NO_CHARGE_SYM()

template<typename S1_ , typename S2_ >

static constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::NO_CHARGE_SYM ( )

inlinestaticconstexpr

◆ NO_SPIN_SYM()

template<typename S1_ , typename S2_ >

static constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::NO_SPIN_SYM ( )

inlinestaticconstexpr

◆ one_j_tensor()

template<typename S1_ , typename S2_ >

template<typename PlainLib >

static PlainLib::template TType< Scalar, 2 > Xped::Sym::S1xS2< S1_, S2_ >::one_j_tensor	(	const qType &	q,
		mpi::XpedWorld &	world = `mpi::getUniverse()`
	)

inlinestatic

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◆ PlainLib::tensorProd()

template<typename S1_ , typename S2_ >

return Xped::Sym::S1xS2< S1_, S2_ >::PlainLib::tensorProd	(	Tl	,
		Tr
	)

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◆ qvacuum()

template<typename S1_ , typename S2_ >

static constexpr qType Xped::Sym::S1xS2< S1_, S2_ >::qvacuum ( )

inlinestaticconstexpr

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◆ random_q()

template<typename S1_ , typename S2_ >

static qType Xped::Sym::S1xS2< S1_, S2_ >::random_q ( )

inlinestatic

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◆ triangle()

template<typename S1_ , typename S2_ >

bool Xped::Sym::S1xS2< S1_, S2_ >::triangle	(	const qType &	q1,
		const qType &	q2,
		const qType &	q3
	)

static

Member Data Documentation

◆ ABELIAN

template<typename S1_ , typename S2_ >

constexpr std::array<bool, Nq> Xped::Sym::S1xS2< S1_, S2_ >::ABELIAN = util::join(S1::ABELIAN, S2::ABELIAN)

staticconstexpr

◆ ALL_ABELIAN

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ALL_ABELIAN = S1::ALL_ABELIAN and S2::ALL_ABELIAN

staticconstexpr

◆ ALL_HAS_MULTIPLICITIES

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ALL_HAS_MULTIPLICITIES = S1::ALL_HAS_MULTIPLICITIES and S2::ALL_HAS_MULTIPLICITIES

staticconstexpr

◆ ALL_IS_BOSONIC

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ALL_IS_BOSONIC = S1::ALL_IS_BOSONIC and S2::ALL_IS_BOSONIC

staticconstexpr

◆ ALL_IS_FERMIONIC

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ALL_IS_FERMIONIC = S1::ALL_IS_FERMIONIC and S2::ALL_IS_FERMIONIC

staticconstexpr

◆ ALL_IS_MODULAR

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ALL_IS_MODULAR = S1::ALL_IS_MODULAR and S2::ALL_IS_MODULAR

staticconstexpr

◆ ALL_IS_SPIN

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ALL_IS_SPIN = S1::ALL_IS_SPIN and S2::ALL_IS_SPIN

staticconstexpr

◆ ALL_IS_TRIVIAL

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ALL_IS_TRIVIAL = S1::ALL_IS_TRIVIAL and S2::ALL_IS_TRIVIAL

staticconstexpr

◆ ALL_NON_ABELIAN

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ALL_NON_ABELIAN = S1::ALL_NON_ABELIAN and S2::ALL_NON_ABELIAN

staticconstexpr

◆ ANY_ABELIAN

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ANY_ABELIAN = S1::ANY_ABELIAN or S2::ANY_ABELIAN

staticconstexpr

◆ ANY_HAS_MULTIPLICITIES

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ANY_HAS_MULTIPLICITIES = S1::ANY_HAS_MULTIPLICITIES or S2::ANY_HAS_MULTIPLICITIES

staticconstexpr

◆ ANY_IS_BOSONIC

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ANY_IS_BOSONIC = S1::ANY_IS_BOSONIC or S2::ANY_IS_BOSONIC

staticconstexpr

◆ ANY_IS_FERMIONIC

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ANY_IS_FERMIONIC = S1::ANY_IS_FERMIONIC or S2::ANY_IS_FERMIONIC

staticconstexpr

◆ ANY_IS_MODULAR

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ANY_IS_MODULAR = S1::ANY_IS_MODULAR or S2::ANY_IS_MODULAR

staticconstexpr

◆ ANY_IS_SPIN

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ANY_IS_SPIN = S1::ANY_IS_SPIN or S2::ANY_IS_SPIN

staticconstexpr

◆ ANY_IS_TRIVIAL

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ANY_IS_TRIVIAL = S1::ANY_IS_TRIVIAL or S2::ANY_IS_TRIVIAL

staticconstexpr

◆ ANY_NON_ABELIAN

template<typename S1_ , typename S2_ >

constexpr bool Xped::Sym::S1xS2< S1_, S2_ >::ANY_NON_ABELIAN = S1::ANY_NON_ABELIAN or S2::ANY_NON_ABELIAN

staticconstexpr

◆ auto

template<typename S1_ , typename S2_ >

Xped::Sym::S1xS2< S1_, S2_ >::auto[q3l, q3r] = disjoin<S1_::Nq, S2_::Nq>(q2)

◆ HAS_MULTIPLICITIES

template<typename S1_ , typename S2_ >

constexpr std::array<bool, Nq> Xped::Sym::S1xS2< S1_, S2_ >::HAS_MULTIPLICITIES = util::join(S1::HAS_MULTIPLICITIES, S2::HAS_MULTIPLICITIES)

staticconstexpr

◆ IS_BOSONIC

template<typename S1_ , typename S2_ >

constexpr std::array<bool, Nq> Xped::Sym::S1xS2< S1_, S2_ >::IS_BOSONIC = util::join(S1::IS_BOSONIC, S2::IS_BOSONIC)

staticconstexpr

◆ IS_FERMIONIC

template<typename S1_ , typename S2_ >

constexpr std::array<bool, Nq> Xped::Sym::S1xS2< S1_, S2_ >::IS_FERMIONIC = util::join(S1::IS_FERMIONIC, S2::IS_FERMIONIC)

staticconstexpr

◆ IS_MODULAR

template<typename S1_ , typename S2_ >

constexpr std::array<bool, Nq> Xped::Sym::S1xS2< S1_, S2_ >::IS_MODULAR = util::join(S1::IS_MODULAR, S2::IS_MODULAR)

staticconstexpr

◆ IS_SPIN

template<typename S1_ , typename S2_ >

constexpr std::array<bool, Nq> Xped::Sym::S1xS2< S1_, S2_ >::IS_SPIN = util::join(S1::IS_SPIN, S2::IS_SPIN)

staticconstexpr

◆ IS_TRIVIAL

template<typename S1_ , typename S2_ >

constexpr std::array<bool, Nq> Xped::Sym::S1xS2< S1_, S2_ >::IS_TRIVIAL = util::join(S1::IS_TRIVIAL, S2::IS_TRIVIAL)

staticconstexpr

◆ MOD_N

template<typename S1_ , typename S2_ >

constexpr std::array<int, Nq> Xped::Sym::S1xS2< S1_, S2_ >::MOD_N = util::join(S1::MOD_N, S2::MOD_N)

staticconstexpr

◆ NON_ABELIAN

template<typename S1_ , typename S2_ >

constexpr std::array<bool, Nq> Xped::Sym::S1xS2< S1_, S2_ >::NON_ABELIAN = util::join(S1::NON_ABELIAN, S2::NON_ABELIAN)

staticconstexpr

◆ Nq

template<typename S1_ , typename S2_ >

constexpr std::size_t Xped::Sym::S1xS2< S1_, S2_ >::Nq = S1_::Nq + S2_::Nq

staticconstexpr

◆ Tl

template<typename S1_ , typename S2_ >

auto Xped::Sym::S1xS2< S1_, S2_ >::Tl = S1::template CGC<PlainLib>(q1l, q2l, q3l, alpha, world)

◆ Tr

template<typename S1_ , typename S2_ >

auto Xped::Sym::S1xS2< S1_, S2_ >::Tr = S2::template CGC<PlainLib>(q1r, q2r, q3r, alpha, world)

◆ TType< Scalar, 3 >

template<typename S1_ , typename S2_ >

template<typename PlainLib >

PlainLib::template Xped::Sym::S1xS2< S1_, S2_ >::TType< Scalar, 3 >

static

Initial value:

{

auto [q1l, q1r] = disjoin<S1_::Nq, S2_::Nq>(q1)

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

include/Xped/Symmetry/S1xS2.hpp

Public Types

Public Member Functions

Static Public Member Functions

Static Public Attributes

Detailed Description

Member Typedef Documentation

◆ qType

◆ S1

◆ S2

◆ Scalar

Constructor & Destructor Documentation

◆ S1xS2()

Member Function Documentation

◆ basis_combine()

◆ coeff_3j()

◆ coeff_6j()

◆ coeff_9j()

◆ coeff_dot()

◆ coeff_FS()

◆ coeff_recouple()

◆ coeff_rightOrtho()

◆ coeff_swap()

◆ coeff_turn()

◆ coeff_twist()

◆ conj()

◆ degeneracy()

◆ IS_CHARGE_SU2()

◆ IS_SPIN_SU2()

◆ IS_SPIN_U1()

◆ kind()

◆ lowest_qs()

◆ multiplicity()

◆ name()

◆ NO_CHARGE_SYM()

◆ NO_SPIN_SYM()

◆ one_j_tensor()

◆ PlainLib::tensorProd()

◆ qvacuum()

◆ random_q()

◆ triangle()

Member Data Documentation

◆ ABELIAN

◆ ALL_ABELIAN

◆ ALL_HAS_MULTIPLICITIES

◆ ALL_IS_BOSONIC

◆ ALL_IS_FERMIONIC

◆ ALL_IS_MODULAR

◆ ALL_IS_SPIN

◆ ALL_IS_TRIVIAL

◆ ALL_NON_ABELIAN

◆ ANY_ABELIAN

◆ ANY_HAS_MULTIPLICITIES

◆ ANY_IS_BOSONIC

◆ ANY_IS_FERMIONIC

◆ ANY_IS_MODULAR

◆ ANY_IS_SPIN

◆ ANY_IS_TRIVIAL

◆ ANY_NON_ABELIAN

◆ auto

◆ HAS_MULTIPLICITIES

◆ IS_BOSONIC

◆ IS_FERMIONIC

◆ IS_MODULAR

◆ IS_SPIN

◆ IS_TRIVIAL

◆ MOD_N

◆ NON_ABELIAN

◆ Nq

◆ Tl

◆ Tr

◆ TType< Scalar, 3 >