Detailed Description

template<typename Symmetry, typename MatrixType_>
struct Biped< Symmetry, MatrixType_ >

Tensor with two legs and quantum number blocks. One could have used a general tensor, but the special case of two legs is hardcoded to preserve the sanity of the programmer. For the general tensor see Multipede.

Template Parameters

Symmetry	: A class providing all relevant functions and infos that are determined by the Symmetry. Click here for more information.
MatrixType	: `MatrixXd` or `MatrixXcd`

Definition at line 63 of file Biped.h.

#include <Biped.h>

Public Types
typedef MatrixType_	MatrixType

Public Member Functions
	Biped ()

std::string	formatted () const

std::string	print (const bool SHOW_MATRICES=false, const std::size_t precision=3) const

std::string	print_dict () const

double	memory (MEMUNIT memunit=GB) const

double	overhead (MEMUNIT memunit=MB) const

Scalar	trace () const

template<typename expScalar >
Biped< Symmetry, MatrixType_ >	exp (const expScalar x) const

template<typename OtherMatrixType >
void	outerResize (const Biped< Symmetry, OtherMatrixType > Brhs)

template<typename OtherMatrixType >
Biped< Symmetry, OtherMatrixType >	cast () const

void	shift_Qin (const qarray< Symmetry::Nq > &Q)


void	clear ()

void	setZero ()

void	setRandom ()

void	setVacuum ()

void	setTarget (qType Qtot)

void	setTarget (vector< qType > Qmulti)

void	setIdentity (const Qbasis< Symmetry > &base1, const Qbasis< Symmetry > &base2, qType Q=Symmetry::qvacuum())

void	setRandom (const Qbasis< Symmetry > &base1, const Qbasis< Symmetry > &base2, qType Q=Symmetry::qvacuum())

void	setZero (const Qbasis< Symmetry > &base1, const Qbasis< Symmetry > &base2, qType Q=Symmetry::qvacuum())


Biped< Symmetry, MatrixType_ >	cleaned () const

Biped< Symmetry, MatrixType_ >	sorted () const

Biped< Symmetry, MatrixType_ >	adjoint () const

Biped< Symmetry, MatrixType_ >	transpose () const

Biped< Symmetry, MatrixType_ >	conjugate () const

Biped< Symmetry, MatrixType_ >	adjustQN (const size_t number_cells)

void	cholesky (Biped< Symmetry, MatrixType > &res) const

template<typename EpsScalar >
tuple< Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ > >	truncateSVD (size_t minKeep, size_t maxKeep, EpsScalar eps_svd, double &truncWeight, double &entropy, map< qarray< Symmetry::Nq >, Eigen::ArrayXd > &SVspec, bool PRESERVE_MULTIPLETS=true, bool RETURN_SPEC=true) const

template<typename EpsScalar >
tuple< Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ > >	truncateSVD (size_t minKeep, size_t maxKeep, EpsScalar eps_svd, double &truncWeight, bool PRESERVE_MULTIPLETS=true) const

pair< Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ > >	QR (bool RETURN_LQ=false, bool MAKE_UNIQUE=false) const

Biped< Symmetry, MatrixType_ > &	operator+= (const Biped< Symmetry, MatrixType_ > &Arhs)

void	addScale (const Scalar &factor, const Biped< Symmetry, MatrixType_ > &Mrhs, BLOCK_POSITION BP=SAME_PLACE)

void	addScale_extend (const Scalar &factor, const Biped< Symmetry, MatrixType_ > &Mrhs)

Biped< Symmetry, MatrixType_ >	contract (const Biped< Symmetry, MatrixType_ > &A, const contract::MODE MODE=contract::MODE::UNITY) const


void	push_back (qType qin, qType qout, const MatrixType_ &M)

void	push_back (std::array< qType, 2 > quple, const MatrixType_ &M)

void	try_push_back (std::array< qType, 2 > quple, const MatrixType_ &M)

void	try_push_back (qType qin, qType qout, const MatrixType_ &M)

void	create_block (std::array< qType, 2 > quple)

void	try_create_block (std::array< qType, 2 > quple)

Private Types
typedef Symmetry::qType	qType

typedef Eigen::Index	Index

typedef MatrixType_::Scalar	Scalar

std::size_t	dim

std::vector< qType >	in

std::vector< qType >	out

std::vector< MatrixType_ >	block

std::size_t	size () const

void	plusplus ()

std::unordered_map< std::array< qType, 2 >, std::size_t >	dict

Eigen::VectorXi	rows (bool FULL=false) const

Eigen::VectorXi	cols (bool FULL=false) const

double	operatorNorm (bool COLWISE=true) const

double	norm () const

Eigen::VectorXd	squaredNorm () const

Member Typedef Documentation

◆ Index

template<typename Symmetry , typename MatrixType_ >

typedef Eigen::Index Biped< Symmetry, MatrixType_ >::Index

private

Definition at line 67 of file Biped.h.

◆ MatrixType

template<typename Symmetry , typename MatrixType_ >

typedef MatrixType_ Biped< Symmetry, MatrixType_ >::MatrixType

Definition at line 69 of file Biped.h.

◆ qType

template<typename Symmetry , typename MatrixType_ >

typedef Symmetry::qType Biped< Symmetry, MatrixType_ >::qType

private

Definition at line 66 of file Biped.h.

◆ Scalar

template<typename Symmetry , typename MatrixType_ >

typedef MatrixType_::Scalar Biped< Symmetry, MatrixType_ >::Scalar

private

Definition at line 71 of file Biped.h.

Constructor & Destructor Documentation

◆ Biped()

template<typename Symmetry , typename MatrixType_ >

Biped< Symmetry, MatrixType_ >::Biped ( )

inline

Definition at line 75 of file Biped.h.

Member Function Documentation

◆ addScale()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::addScale	(	const Scalar &	factor,
		const Biped< Symmetry, MatrixType_ > &	Mrhs,
		BLOCK_POSITION	POS = `SAME_PLACE`
	)

Adds two Bipeds block- and coefficient-wise.

Definition at line 1294 of file Biped.h.

◆ addScale_extend()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::addScale_extend	(	const Scalar &	factor,
		const Biped< Symmetry, MatrixType_ > &	Mrhs
	)

Adds two Bipeds block- and coefficient-wise. Extends the result if the block sizes don't match.

Definition at line 1366 of file Biped.h.

◆ adjoint()

template<typename Symmetry , typename MatrixType_ >

Biped< Symmetry, MatrixType_ > Biped< Symmetry, MatrixType_ >::adjoint

Returns the adjoint tensor where all the block matrices are adjoint and the quantum number arrows are flipped: in $\to$ out and vice versa.

Definition at line 629 of file Biped.h.

◆ adjustQN()

template<typename Symmetry , typename MatrixType_ >

Biped< Symmetry, MatrixType_ > Biped< Symmetry, MatrixType_ >::adjustQN ( const size_t number_cells )

This functions transforms all quantum numbers in Biped::in and Biped::out by $q \rightarrow q * N_{cells}$ . It is used for avg(Umps V, Mpo O, Umps V) in VumpsLinearAlgebra.h when O.length() > V.length(). In this case the quantum numbers in the Bipeds are transformed in correspondence with V.length() and this is incompatible with the quantum numbers in O.length() which are transformed in correspondence to O.length().

Parameters

number_cells : $N_{cells}$

Definition at line 710 of file Biped.h.

◆ cast()

template<typename Symmetry , typename MatrixType_ >

template<typename OtherMatrixType >

Biped< Symmetry, OtherMatrixType > Biped< Symmetry, MatrixType_ >::cast ( ) const

inline

Definition at line 268 of file Biped.h.

◆ cholesky()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::cholesky ( Biped< Symmetry, MatrixType > & res ) const

Returns the adjoint tensor where all the block matrices are adjoint and the quantum number arrows are flipped: in $\to$ out and vice versa.

Definition at line 728 of file Biped.h.

◆ cleaned()

template<typename Symmetry , typename MatrixType_ >

Biped< Symmetry, MatrixType_ > Biped< Symmetry, MatrixType_ >::cleaned

Returns the adjoint tensor where all the block matrices are adjoint and the quantum number arrows are flipped: in $\to$ out and vice versa.

Definition at line 596 of file Biped.h.

◆ clear()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::clear

Deletes the contents of in, out, block, dict.

Definition at line 324 of file Biped.h.

◆ cols()

template<typename Symmetry , typename MatrixType_ >

Eigen::VectorXi Biped< Symmetry, MatrixType_ >::cols ( bool FULL = false ) const

Returns an Eigen vector of size dim containing all Matrix cols for every block nu.

Definition at line 465 of file Biped.h.

◆ conjugate()

template<typename Symmetry , typename MatrixType_ >

Biped< Symmetry, MatrixType_ > Biped< Symmetry, MatrixType_ >::conjugate

Returns the adjoint tensor where all the block matrices are adjoint and the quantum number arrows are flipped: in $\to$ out and vice versa.

Definition at line 681 of file Biped.h.

◆ contract()

template<typename Symmetry , typename MatrixType_ >

Biped< Symmetry, MatrixType_ > Biped< Symmetry, MatrixType_ >::contract	(	const Biped< Symmetry, MatrixType_ > &	A,
		const contract::MODE	MODE = `contract::MODE::UNITY`
	)		const

This functions perform a contraction of this and A, which is a standard Matrix multiplication in this case.

Parameters

A	: other Biped which is contracted together with `this`.
MODE

Definition at line 975 of file Biped.h.

◆ create_block()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::create_block ( std::array< qType, 2 > quple )

Adds a new block to the tensor specified by the incoming quantum number qin and the outgoing quantum number qout.

Warning: Does not check whether the block for these quantum numbers already exists.

Definition at line 568 of file Biped.h.

◆ exp()

template<typename Symmetry , typename MatrixType_ >

template<typename expScalar >

Biped< Symmetry, MatrixType_ > Biped< Symmetry, MatrixType_ >::exp ( const expScalar x ) const

Definition at line 1068 of file Biped.h.

◆ formatted()

template<typename Symmetry , typename MatrixType_ >

std::string Biped< Symmetry, MatrixType_ >::formatted

Prints the whole tensor, formatting the quantum numbers

Definition at line 1119 of file Biped.h.

◆ memory()

template<typename Symmetry , typename MatrixType_ >

double Biped< Symmetry, MatrixType_ >::memory ( MEMUNIT memunit = GB ) const

Calculates the (theoretically) allocated memory (note: by default in GB).

Definition at line 1097 of file Biped.h.

◆ norm()

template<typename Symmetry , typename MatrixType_ >

double Biped< Symmetry, MatrixType_ >::norm

Returns the total Frobenius norm of the Biped. This is equivalent to std::sqrt(squaredNorm().sum()).

Definition at line 509 of file Biped.h.

◆ operator+=()

template<typename Symmetry , typename MatrixType_ >

Biped< Symmetry, MatrixType_ > & Biped< Symmetry, MatrixType_ >::operator+= ( const Biped< Symmetry, MatrixType_ > & Arhs )

Adds another tensor to the current one. If quantum numbers match, the block is updated (block rows and columns must match), otherwise a new block is created.

Definition at line 948 of file Biped.h.

◆ operatorNorm()

template<typename Symmetry , typename MatrixType_ >

double Biped< Symmetry, MatrixType_ >::operatorNorm ( bool COLWISE = true ) const

Returns the total operator norm of the Biped. This norm is 1 for Identity Bipeds, whether the following two are not.

Definition at line 493 of file Biped.h.

◆ outerResize()

template<typename Symmetry , typename MatrixType_ >

template<typename OtherMatrixType >

void Biped< Symmetry, MatrixType_ >::outerResize ( const Biped< Symmetry, OtherMatrixType > Brhs )

inline

Definition at line 258 of file Biped.h.

◆ overhead()

template<typename Symmetry , typename MatrixType_ >

double Biped< Symmetry, MatrixType_ >::overhead ( MEMUNIT memunit = MB ) const

Calculates the (theoretical) additional memory associated with the subspace blocks (note: by default in MB).

Definition at line 1109 of file Biped.h.

◆ plusplus()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::plusplus ( )

inline

Convenience access to the amount of blocks. Equal to either of the following: in.size(), out.size(), block.size()

Definition at line 84 of file Biped.h.

◆ print()

template<typename Symmetry , typename MatrixType_ >

std::string Biped< Symmetry, MatrixType_ >::print	(	const bool	SHOW_MATRICES = `false`,
		const std::size_t	precision = `3`
	)		const

Function to print the full Biped

Parameters

SHOW_MATRICES	: if true, all the block-matrices are printed.
precision	: precision for the tensor components

Definition at line 1136 of file Biped.h.

◆ print_dict()

template<typename Symmetry , typename MatrixType_ >

string Biped< Symmetry, MatrixType_ >::print_dict

Prints Biped<Symmetry,MatrixType>::dict into a string.

Definition at line 1085 of file Biped.h.

◆ push_back() [1/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::push_back	(	qType	qin,
		qType	qout,
		const MatrixType_ &	M
	)

Adds a new block to the tensor specified by the incoming quantum number qin and the outgoing quantum number qout.

Warning: Does not check whether the block for these quantum numbers already exists.

Definition at line 528 of file Biped.h.

◆ push_back() [2/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::push_back	(	std::array< qType, 2 >	quple,
		const MatrixType_ &	M
	)

Adds a new block to the tensor specified by the 2-array of quantum numbers quple. The ordering convention is: in, out.

Warning: Does not check whether the block for these quantum numbers already exists.

Definition at line 535 of file Biped.h.

◆ QR()

template<typename Symmetry , typename MatrixType_ >

pair< Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ > > Biped< Symmetry, MatrixType_ >::QR	(	bool	RETURN_LQ = `false`,
		bool	MAKE_UNIQUE = `false`
	)		const

Returns the adjoint tensor where all the block matrices are adjoint and the quantum number arrows are flipped: in $\to$ out and vice versa.

Definition at line 900 of file Biped.h.

◆ rows()

template<typename Symmetry , typename MatrixType_ >

Eigen::VectorXi Biped< Symmetry, MatrixType_ >::rows ( bool FULL = false ) const

Returns an Eigen vector of size dim containing all Matrix rows for every block nu.

Definition at line 438 of file Biped.h.

◆ setIdentity()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::setIdentity	(	const Qbasis< Symmetry > &	base1,
		const Qbasis< Symmetry > &	base2,
		qType	Q = `Symmetry::qvacuum()`
	)

Deletes the contents of in, out, block, dict.

Definition at line 357 of file Biped.h.

◆ setRandom() [1/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::setRandom

Sets all matrices in Biped<Symmetry,MatrixType>::block to random values, preserving the rows and columns.

Definition at line 342 of file Biped.h.

◆ setRandom() [2/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::setRandom	(	const Qbasis< Symmetry > &	base1,
		const Qbasis< Symmetry > &	base2,
		qType	Q = `Symmetry::qvacuum()`
	)

Deletes the contents of in, out, block, dict.

Definition at line 374 of file Biped.h.

◆ setTarget() [1/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::setTarget ( qType Qtot )

Creates a single block of size 1x1 containing 1 and the corresponding quantum numbers to Qtot (both in & out). Needed in for the transfer matrix from the last site in overlap calculations.

Definition at line 415 of file Biped.h.

◆ setTarget() [2/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::setTarget ( vector< qType > Qmulti )

Deletes the contents of in, out, block, dict.

Definition at line 425 of file Biped.h.

◆ setVacuum()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::setVacuum

Creates a single block of size 1x1 containing 1 and the corresponding quantum numbers to the vacuum (both in & out). Needed in for the transfer matrix to the first site in overlap calculations.

Definition at line 349 of file Biped.h.

◆ setZero() [1/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::setZero

Sets all matrices in Biped<Symmetry,MatrixType>::block to zero, preserving the rows and columns.

Definition at line 335 of file Biped.h.

◆ setZero() [2/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::setZero	(	const Qbasis< Symmetry > &	base1,
		const Qbasis< Symmetry > &	base2,
		qType	Q = `Symmetry::qvacuum()`
	)

Deletes the contents of in, out, block, dict.

Definition at line 394 of file Biped.h.

◆ shift_Qin()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::shift_Qin ( const qarray< Symmetry::Nq > & Q )

inline

Definition at line 281 of file Biped.h.

◆ size()

template<typename Symmetry , typename MatrixType_ >

std::size_t Biped< Symmetry, MatrixType_ >::size ( ) const

inline

Convenience access to the amount of blocks. Equal to either of the following: in.size(), out.size(), block.size()

Definition at line 83 of file Biped.h.

◆ sorted()

template<typename Symmetry , typename MatrixType_ >

Biped< Symmetry, MatrixType_ > Biped< Symmetry, MatrixType_ >::sorted

Returns the adjoint tensor where all the block matrices are adjoint and the quantum number arrows are flipped: in $\to$ out and vice versa.

Definition at line 611 of file Biped.h.

◆ squaredNorm()

template<typename Symmetry , typename MatrixType_ >

Eigen::VectorXd Biped< Symmetry, MatrixType_ >::squaredNorm

Returns an Eigen vector of size dim containing all Frobenius Matrix squared norm for every block nu.

Definition at line 519 of file Biped.h.

◆ trace()

template<typename Symmetry , typename MatrixType_ >

MatrixType_::Scalar Biped< Symmetry, MatrixType_ >::trace

Takes the trace of the Biped. Only useful if this Biped is really a matrix from symmetry perspective (q_in = q_out in all blocks).

Definition at line 935 of file Biped.h.

◆ transpose()

template<typename Symmetry , typename MatrixType_ >

Biped< Symmetry, MatrixType_ > Biped< Symmetry, MatrixType_ >::transpose

Returns the adjoint tensor where all the block matrices are adjoint and the quantum number arrows are flipped: in $\to$ out and vice versa.

Definition at line 655 of file Biped.h.

◆ truncateSVD() [1/2]

template<typename Symmetry , typename MatrixType_ >

template<typename EpsScalar >

tuple< Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ > > Biped< Symmetry, MatrixType_ >::truncateSVD	(	size_t	minKeep,
		size_t	maxKeep,
		EpsScalar	eps_svd,
		double &	truncWeight,
		bool	PRESERVE_MULTIPLETS = `true`
	)		const

inline

Returns the adjoint tensor where all the block matrices are adjoint and the quantum number arrows are flipped: in $\to$ out and vice versa.

Definition at line 202 of file Biped.h.

◆ truncateSVD() [2/2]

template<typename Symmetry , typename MatrixType_ >

template<typename EpsScalar >

tuple< Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ >, Biped< Symmetry, MatrixType_ > > Biped< Symmetry, MatrixType_ >::truncateSVD	(	size_t	minKeep,
		size_t	maxKeep,
		EpsScalar	eps_svd,
		double &	truncWeight,
		double &	entropy,
		map< qarray< Symmetry::Nq >, Eigen::ArrayXd > &	SVspec,
		bool	PRESERVE_MULTIPLETS = `true`,
		bool	RETURN_SPEC = `true`
	)		const

Returns the adjoint tensor where all the block matrices are adjoint and the quantum number arrows are flipped: in $\to$ out and vice versa.

Definition at line 743 of file Biped.h.

◆ try_create_block()

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::try_create_block ( std::array< qType, 2 > quple )

Adds a new block to the tensor specified by the incoming quantum number qin and the outgoing quantum number qout.

Warning: Does not check whether the block for these quantum numbers already exists.

Definition at line 581 of file Biped.h.

◆ try_push_back() [1/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::try_push_back	(	qType	qin,
		qType	qout,
		const MatrixType_ &	M
	)

Adds a new block to the tensor specified by the incoming quantum number qin and the outgoing quantum number qout.

Warning: Does not check whether the block for these quantum numbers already exists.

Definition at line 547 of file Biped.h.

◆ try_push_back() [2/2]

template<typename Symmetry , typename MatrixType_ >

void Biped< Symmetry, MatrixType_ >::try_push_back	(	std::array< qType, 2 >	quple,
		const MatrixType_ &	M
	)

Adds a new block to the tensor specified by the incoming quantum number qin and the outgoing quantum number qout.

Warning: Does not check whether the block for these quantum numbers already exists.

Definition at line 554 of file Biped.h.

Member Data Documentation

◆ block

template<typename Symmetry , typename MatrixType_ >

std::vector<MatrixType_> Biped< Symmetry, MatrixType_ >::block

Vector of quantum number blocks. The matrix block[q] is characterized by the incoming quantum number in[q] and the outgoing quantum number out[q]

Definition at line 96 of file Biped.h.

◆ dict

template<typename Symmetry , typename MatrixType_ >

std::unordered_map<std::array<qType,2>,std::size_t> Biped< Symmetry, MatrixType_ >::dict

Dictionary allowing one to find the index of block for a given array of two quantum numbers qin, qout in $O(1)$ operations without looping over the blocks.

Definition at line 104 of file Biped.h.

◆ dim

template<typename Symmetry , typename MatrixType_ >

std::size_t Biped< Symmetry, MatrixType_ >::dim

Convenience access to the amount of blocks. Equal to either of the following: in.size(), out.size(), block.size()

Definition at line 82 of file Biped.h.

◆ in

template<typename Symmetry , typename MatrixType_ >

std::vector<qType> Biped< Symmetry, MatrixType_ >::in

Vector of all incoming quantum numbers.

Definition at line 87 of file Biped.h.

◆ out

template<typename Symmetry , typename MatrixType_ >

std::vector<qType> Biped< Symmetry, MatrixType_ >::out

Vector of all outgoing quantum numbers.

Definition at line 90 of file Biped.h.

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

Biped.h

Detailed Description

Public Types

Public Member Functions

Private Types

Member Typedef Documentation

◆ Index

◆ MatrixType

◆ qType

◆ Scalar

Constructor & Destructor Documentation

◆ Biped()

Member Function Documentation

◆ addScale()

◆ addScale_extend()

◆ adjoint()

◆ adjustQN()

◆ cast()

◆ cholesky()

◆ cleaned()

◆ clear()

◆ cols()

◆ conjugate()

◆ contract()

◆ create_block()

◆ exp()

◆ formatted()

◆ memory()

◆ norm()

◆ operator+=()

◆ operatorNorm()

◆ outerResize()

◆ overhead()

◆ plusplus()

◆ print()

◆ print_dict()

◆ push_back() [1/2]

◆ push_back() [2/2]

◆ QR()

◆ rows()

◆ setIdentity()

◆ setRandom() [1/2]

◆ setRandom() [2/2]

◆ setTarget() [1/2]

◆ setTarget() [2/2]

◆ setVacuum()

◆ setZero() [1/2]

◆ setZero() [2/2]

◆ shift_Qin()

◆ size()

◆ sorted()

◆ squaredNorm()

◆ trace()

◆ transpose()

◆ truncateSVD() [1/2]

◆ truncateSVD() [2/2]

◆ try_create_block()

◆ try_push_back() [1/2]

◆ try_push_back() [2/2]

Member Data Documentation

◆ block

◆ dict

◆ dim

◆ in

◆ out