Detailed Description

template<typename Symmetry, typename Scalar = double>
class HeisenbergObservables< Symmetry, Scalar >

Definition at line 12 of file HeisenbergObservables.h.

#include <HeisenbergObservables.h>

Public Member Functions
template<typename Dummy = Symmetry>
std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type	S_ky (vector< complex< double > > phases) const

template<typename Dummy = Symmetry>
std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type	Sdag_ky (vector< complex< double > > phases, double factor=sqrt(3.)) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type	Sa_ky (SPINOP_LABEL Sa, vector< complex< double > > phases) const

std::vector< Mpo< Symmetry, Scalar > >	make_spinPermutation (const Permutation &permutations) const

MpoTerms< Symmetry, double >	spin_swap_operator_D2 (const std::size_t locx1, const std::size_t locx2, const std::size_t locy1=0ul, const std::size_t locy2=0ul) const

MpoTerms< Symmetry, double >	Psinglet (const std::size_t locx1, const std::size_t locx2, const std::size_t locy1=0ul, const std::size_t locy2=0ul) const

MpoTerms< Symmetry, double >	spin_swap_operator_D3 (const std::size_t locx1, const std::size_t locx2, const std::size_t locy1=0ul, const std::size_t locy2=0ul) const


	HeisenbergObservables ()

	HeisenbergObservables (const size_t &L)

	HeisenbergObservables (const size_t &L, const vector< Param > &params, const std::map< string, std::any > &defaults)


template<typename Dummy = Symmetry>
std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	S (size_t locx, size_t locy=0, double factor=1.) const

template<typename Dummy = Symmetry>
std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Sdag (size_t locx, size_t locy=0, double factor=std::sqrt(3.)) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Scomp (SPINOP_LABEL Sa, size_t locx, size_t locy=0, double factor=1.) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Qcomp (SPINOP_LABEL Sa, size_t locx, size_t locy=0, double factor=1.) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Sz (size_t locx, size_t locy=0) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Sx (size_t locx, size_t locy=0) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	iSy (size_t locx, size_t locy=0) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Sp (size_t locx, size_t locy=0) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Sm (size_t locx, size_t locy=0) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type	exp_ipiSz (size_t locx, size_t locy=0, double factor=1.) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	ScompScomp (SPINOP_LABEL Sa1, SPINOP_LABEL Sa2, size_t locx1, size_t locx2, size_t locy1=0, size_t locy2=0, double fac=1.) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	QcompQcomp (SPINOP_LABEL Sa1, SPINOP_LABEL Sa2, size_t locx1, size_t locx2, size_t locy1=0, size_t locy2=0, double fac=1.) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	SpSm (size_t locx1, size_t locx2, size_t locy1=0, size_t locy2=0, double fac=1.) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	SmSp (size_t locx1, size_t locx2, size_t locy1=0, size_t locy2=0, double fac=1.) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	SzSz (size_t locx1, size_t locx2, size_t locy1=0, size_t locy2=0) const

template<typename Dummy = Symmetry>
std::enable_if< Dummy::NO_SPIN_SYM(), Mpo< Symmetry, Scalar > >::type	SxSx (size_t locx1, size_t locx2, size_t locy1=0, size_t locy2=0) const

template<typename Dummy = Symmetry>
std::conditional< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar >, vector< Mpo< Symmetry, Scalar > > >::type	SdagS (size_t locx1, size_t locx2, size_t locy1=0, size_t locy2=0, double factor=1.) const

template<typename Dummy = Symmetry>
std::conditional< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar >, vector< Mpo< Symmetry, Scalar > > >::type	QdagQ (size_t locx1, size_t locx2, size_t locy1=0, size_t locy2=0) const

template<typename Dummy = Symmetry>
std::conditional< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar >, vector< Mpo< Symmetry, Scalar > > >::type	SdagSxS (size_t locx1, size_t locx2, size_t locx3, size_t locy1=0, size_t locy2=0, size_t locy3=0) const

template<typename Dummy = Symmetry>
std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Stot (size_t locy1=0, double factor=1., int dLphys=1) const

template<typename Dummy = Symmetry>
std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Sdagtot (size_t locy1=0, double factor=std::sqrt(3.), int dLphys=1) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Scomptot (SPINOP_LABEL Sa, size_t locy1=0, double factor=1., int dLphys=1) const

template<typename Dummy = Symmetry>
std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Q (size_t locx, size_t locy=0, double factor=1.) const

template<typename Dummy = Symmetry>
std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	Qdag (size_t locx, size_t locy=0, double factor=std::sqrt(5.)) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type	Rcomp (SPINOP_LABEL Sa, size_t locx, size_t locy=0) const


template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	String (STRING STR, size_t locx, size_t locy=0) const

template<typename Dummy = Symmetry>
std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type	StringCorr (STRING STR, size_t locx1, size_t locx2, size_t locy1=0, size_t locy2=0) const

Protected Member Functions
Mpo< Symmetry, Scalar >	make_local (size_t locx, size_t locy, const OperatorType &Op, double factor=1., bool HERMITIAN=false, STRING STR=NOSTRING) const

Mpo< Symmetry, Scalar >	make_localSum (const vector< OperatorType > &Op, vector< Scalar > factor, bool HERMITIAN) const

Mpo< Symmetry, Scalar >	make_corr (size_t locx1, size_t locx2, size_t locy1, size_t locy2, const OperatorType &Op1, const OperatorType &Op2, qarray< Symmetry::Nq > Qtot, double factor, bool HERMITIAN, STRING STR=NOSTRING) const

Mpo< Symmetry, complex< double > >	make_FourierYSum (string name, const vector< OperatorType > &Ops, double factor, bool HERMITIAN, const vector< complex< double > > &phases) const

Protected Attributes
vector< SpinBase< Symmetry > >	B

Private Types
typedef SiteOperatorQ< Symmetry, Eigen::Matrix< Scalar, Dynamic, Dynamic > >	OperatorType

Member Typedef Documentation

◆ OperatorType

template<typename Symmetry , typename Scalar = double>

typedef SiteOperatorQ<Symmetry,Eigen::Matrix<Scalar,Dynamic,Dynamic> > HeisenbergObservables< Symmetry, Scalar >::OperatorType

private

Definition at line 14 of file HeisenbergObservables.h.

Constructor & Destructor Documentation

◆ HeisenbergObservables() [1/3]

template<typename Symmetry , typename Scalar = double>

HeisenbergObservables< Symmetry, Scalar >::HeisenbergObservables ( )

inline

Definition at line 19 of file HeisenbergObservables.h.

◆ HeisenbergObservables() [2/3]

template<typename Symmetry , typename Scalar >

HeisenbergObservables< Symmetry, Scalar >::HeisenbergObservables ( const size_t & L )

Definition at line 163 of file HeisenbergObservables.h.

◆ HeisenbergObservables() [3/3]

template<typename Symmetry , typename Scalar >

HeisenbergObservables< Symmetry, Scalar >::HeisenbergObservables	(	const size_t &	L,
		const vector< Param > &	params,
		const std::map< string, std::any > &	defaults
	)

Definition at line 170 of file HeisenbergObservables.h.

Member Function Documentation

◆ exp_ipiSz()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type HeisenbergObservables< Symmetry, Scalar >::exp_ipiSz	(	size_t	locx,
		size_t	locy = `0`,
		double	factor = `1.`
	)		const

Definition at line 436 of file HeisenbergObservables.h.

◆ iSy()

template<typename Symmetry , typename Scalar = double>

template<typename Dummy = Symmetry>

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::iSy	(	size_t	locx,
		size_t	locy = `0`
	)		const

inline

Definition at line 38 of file HeisenbergObservables.h.

◆ make_corr()

template<typename Symmetry , typename Scalar >

Mpo< Symmetry, Scalar > HeisenbergObservables< Symmetry, Scalar >::make_corr	(	size_t	locx1,
		size_t	locx2,
		size_t	locy1,
		size_t	locy2,
		const OperatorType &	Op1,
		const OperatorType &	Op2,
		qarray< Symmetry::Nq >	Qtot,
		double	factor,
		bool	HERMITIAN,
		STRING	STR = `NOSTRING`
	)		const

protected

Definition at line 231 of file HeisenbergObservables.h.

◆ make_FourierYSum()

template<typename Symmetry , typename Scalar >

Mpo< Symmetry, complex< double > > HeisenbergObservables< Symmetry, Scalar >::make_FourierYSum	(	string	name,
		const vector< OperatorType > &	Ops,
		double	factor,
		bool	HERMITIAN,
		const vector< complex< double > > &	phases
	)		const

protected

Definition at line 293 of file HeisenbergObservables.h.

◆ make_local()

template<typename Symmetry , typename Scalar >

Mpo< Symmetry, Scalar > HeisenbergObservables< Symmetry, Scalar >::make_local	(	size_t	locx,
		size_t	locy,
		const OperatorType &	Op,
		double	factor = `1.`,
		bool	HERMITIAN = `false`,
		STRING	STR = `NOSTRING`
	)		const

protected

Definition at line 184 of file HeisenbergObservables.h.

◆ make_localSum()

template<typename Symmetry , typename Scalar >

Mpo< Symmetry, Scalar > HeisenbergObservables< Symmetry, Scalar >::make_localSum	(	const vector< OperatorType > &	Op,
		vector< Scalar >	factor,
		bool	HERMITIAN
	)		const

protected

Definition at line 210 of file HeisenbergObservables.h.

◆ make_spinPermutation()

template<typename Symmetry , typename Scalar >

std::vector< Mpo< Symmetry, Scalar > > HeisenbergObservables< Symmetry, Scalar >::make_spinPermutation ( const Permutation & permutations ) const

Definition at line 746 of file HeisenbergObservables.h.

◆ Psinglet()

template<typename Symmetry , typename Scalar >

MpoTerms< Symmetry, double > HeisenbergObservables< Symmetry, Scalar >::Psinglet	(	const std::size_t	locx1,
		const std::size_t	locx2,
		const std::size_t	locy1 = `0ul`,
		const std::size_t	locy2 = `0ul`
	)		const

Definition at line 872 of file HeisenbergObservables.h.

◆ Q()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Q	(	size_t	locx,
		size_t	locy = `0`,
		double	factor = `1.`
	)		const

Definition at line 412 of file HeisenbergObservables.h.

◆ Qcomp()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Qcomp	(	SPINOP_LABEL	Sa,
		size_t	locx,
		size_t	locy = `0`,
		double	factor = `1.`
	)		const

Definition at line 340 of file HeisenbergObservables.h.

◆ QcompQcomp()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::QcompQcomp	(	SPINOP_LABEL	Sa1,
		SPINOP_LABEL	Sa2,
		size_t	locx1,
		size_t	locx2,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`,
		double	fac = `1.`
	)		const

Definition at line 385 of file HeisenbergObservables.h.

◆ Qdag()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Qdag	(	size_t	locx,
		size_t	locy = `0`,
		double	factor = `std::sqrt(5.)`
	)		const

Definition at line 420 of file HeisenbergObservables.h.

◆ QdagQ()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::conditional< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar >, vector< Mpo< Symmetry, Scalar > > >::type HeisenbergObservables< Symmetry, Scalar >::QdagQ	(	size_t	locx1,
		size_t	locx2,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`
	)		const

Definition at line 533 of file HeisenbergObservables.h.

◆ Rcomp()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type HeisenbergObservables< Symmetry, Scalar >::Rcomp	(	SPINOP_LABEL	Sa,
		size_t	locx,
		size_t	locy = `0`
	)		const

Definition at line 349 of file HeisenbergObservables.h.

◆ S()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::S	(	size_t	locx,
		size_t	locy = `0`,
		double	factor = `1.`
	)		const

Definition at line 396 of file HeisenbergObservables.h.

◆ S_ky()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type HeisenbergObservables< Symmetry, Scalar >::S_ky ( vector< complex< double > > phases ) const

Definition at line 610 of file HeisenbergObservables.h.

◆ Sa_ky()

template<typename Symmetry , typename Scalar = double>

template<typename Dummy = Symmetry>

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type HeisenbergObservables< Symmetry, Scalar >::Sa_ky	(	SPINOP_LABEL	Sa,
		vector< complex< double > >	phases
	)		const

◆ Scomp()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Scomp	(	SPINOP_LABEL	Sa,
		size_t	locx,
		size_t	locy = `0`,
		double	factor = `1.`
	)		const

Definition at line 331 of file HeisenbergObservables.h.

◆ ScompScomp()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::ScompScomp	(	SPINOP_LABEL	Sa1,
		SPINOP_LABEL	Sa2,
		size_t	locx1,
		size_t	locx2,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`,
		double	fac = `1.`
	)		const

Definition at line 374 of file HeisenbergObservables.h.

◆ Scomptot()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Scomptot	(	SPINOP_LABEL	Sa,
		size_t	locy1 = `0`,
		double	factor = `1.`,
		int	dLphys = `1`
	)		const

Definition at line 457 of file HeisenbergObservables.h.

◆ Sdag()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Sdag	(	size_t	locx,
		size_t	locy = `0`,
		double	factor = `std::sqrt(3.)`
	)		const

Definition at line 404 of file HeisenbergObservables.h.

◆ Sdag_ky()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, complex< double > > >::type HeisenbergObservables< Symmetry, Scalar >::Sdag_ky	(	vector< complex< double > >	phases,
		double	factor = `sqrt(3.)`
	)		const

Definition at line 623 of file HeisenbergObservables.h.

◆ SdagS()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::conditional< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar >, vector< Mpo< Symmetry, Scalar > > >::type HeisenbergObservables< Symmetry, Scalar >::SdagS	(	size_t	locx1,
		size_t	locx2,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`,
		double	factor = `1.`
	)		const

Definition at line 514 of file HeisenbergObservables.h.

◆ SdagSxS()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::conditional< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar >, vector< Mpo< Symmetry, Scalar > > >::type HeisenbergObservables< Symmetry, Scalar >::SdagSxS	(	size_t	locx1,
		size_t	locx2,
		size_t	locx3,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`,
		size_t	locy3 = `0`
	)		const

Definition at line 554 of file HeisenbergObservables.h.

◆ Sdagtot()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Sdagtot	(	size_t	locy1 = `0`,
		double	factor = `std::sqrt(3.)`,
		int	dLphys = `1`
	)		const

Definition at line 495 of file HeisenbergObservables.h.

◆ Sm()

template<typename Symmetry , typename Scalar = double>

template<typename Dummy = Symmetry>

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Sm	(	size_t	locx,
		size_t	locy = `0`
	)		const

inline

Definition at line 42 of file HeisenbergObservables.h.

◆ SmSp()

template<typename Symmetry , typename Scalar = double>

template<typename Dummy = Symmetry>

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::SmSp	(	size_t	locx1,
		size_t	locx2,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`,
		double	fac = `1.`
	)		const

inline

Definition at line 52 of file HeisenbergObservables.h.

◆ Sp()

template<typename Symmetry , typename Scalar = double>

template<typename Dummy = Symmetry>

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Sp	(	size_t	locx,
		size_t	locy = `0`
	)		const

inline

Definition at line 40 of file HeisenbergObservables.h.

◆ spin_swap_operator_D2()

template<typename Symmetry , typename Scalar >

MpoTerms< Symmetry, double > HeisenbergObservables< Symmetry, Scalar >::spin_swap_operator_D2	(	const std::size_t	locx1,
		const std::size_t	locx2,
		const std::size_t	locy1 = `0ul`,
		const std::size_t	locy2 = `0ul`
	)		const

Definition at line 803 of file HeisenbergObservables.h.

◆ spin_swap_operator_D3()

template<typename Symmetry , typename Scalar >

MpoTerms< Symmetry, double > HeisenbergObservables< Symmetry, Scalar >::spin_swap_operator_D3	(	const std::size_t	locx1,
		const std::size_t	locx2,
		const std::size_t	locy1 = `0ul`,
		const std::size_t	locy2 = `0ul`
	)		const

Definition at line 941 of file HeisenbergObservables.h.

◆ SpSm()

template<typename Symmetry , typename Scalar = double>

template<typename Dummy = Symmetry>

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::SpSm	(	size_t	locx1,
		size_t	locx2,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`,
		double	fac = `1.`
	)		const

inline

Definition at line 50 of file HeisenbergObservables.h.

◆ Stot()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if< Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Stot	(	size_t	locy1 = `0`,
		double	factor = `1.`,
		int	dLphys = `1`
	)		const

Definition at line 476 of file HeisenbergObservables.h.

◆ String()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::String	(	STRING	STR,
		size_t	locx,
		size_t	locy = `0`
	)		const

Definition at line 636 of file HeisenbergObservables.h.

◆ StringCorr()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::StringCorr	(	STRING	STR,
		size_t	locx1,
		size_t	locx2,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`
	)		const

Definition at line 644 of file HeisenbergObservables.h.

◆ Sx()

template<typename Symmetry , typename Scalar = double>

template<typename Dummy = Symmetry>

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Sx	(	size_t	locx,
		size_t	locy = `0`
	)		const

inline

Definition at line 36 of file HeisenbergObservables.h.

◆ SxSx()

template<typename Symmetry , typename Scalar = double>

template<typename Dummy = Symmetry>

std::enable_if< Dummy::NO_SPIN_SYM(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::SxSx	(	size_t	locx1,
		size_t	locx2,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`
	)		const

inline

Definition at line 56 of file HeisenbergObservables.h.

◆ Sz()

template<typename Symmetry , typename Scalar >

template<typename Dummy >

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::Sz	(	size_t	locx,
		size_t	locy = `0`
	)		const

Definition at line 428 of file HeisenbergObservables.h.

◆ SzSz()

template<typename Symmetry , typename Scalar = double>

template<typename Dummy = Symmetry>

std::enable_if<!Dummy::IS_SPIN_SU2(), Mpo< Symmetry, Scalar > >::type HeisenbergObservables< Symmetry, Scalar >::SzSz	(	size_t	locx1,
		size_t	locx2,
		size_t	locy1 = `0`,
		size_t	locy2 = `0`
	)		const

inline

Definition at line 54 of file HeisenbergObservables.h.

Member Data Documentation

◆ B

template<typename Symmetry , typename Scalar = double>

vector<SpinBase<Symmetry> > HeisenbergObservables< Symmetry, Scalar >::B

protected

Definition at line 159 of file HeisenbergObservables.h.

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

HeisenbergObservables.h

Detailed Description

Public Member Functions

Protected Member Functions

Protected Attributes

Private Types

Member Typedef Documentation

◆ OperatorType

Constructor & Destructor Documentation

◆ HeisenbergObservables() [1/3]

◆ HeisenbergObservables() [2/3]

◆ HeisenbergObservables() [3/3]

Member Function Documentation

◆ exp_ipiSz()

◆ iSy()

◆ make_corr()

◆ make_FourierYSum()

◆ make_local()

◆ make_localSum()

◆ make_spinPermutation()

◆ Psinglet()

◆ Q()

◆ Qcomp()

◆ QcompQcomp()

◆ Qdag()

◆ QdagQ()

◆ Rcomp()

◆ S()

◆ S_ky()

◆ Sa_ky()

◆ Scomp()

◆ ScompScomp()

◆ Scomptot()

◆ Sdag()

◆ Sdag_ky()

◆ SdagS()

◆ SdagSxS()

◆ Sdagtot()

◆ Sm()

◆ SmSp()

◆ Sp()

◆ spin_swap_operator_D2()

◆ spin_swap_operator_D3()

◆ SpSm()

◆ Stot()

◆ String()

◆ StringCorr()

◆ Sx()

◆ SxSx()

◆ Sz()

◆ SzSz()

Member Data Documentation

◆ B